From - Tue Jul 23 14:32:55 2002 Received: from turing (turing.uni-paderborn.de [131.234.105.54]) by math.uni-paderborn.de (8.12.2/8.12.2) with SMTP id g6N9oSRZ010976 for ; Tue, 23 Jul 2002 11:50:28 +0200 (MET DST) Message-ID: <001801c2322e$608ec950$3669ea83@mathw.unipaderborn.de> From: "Kerrin Hoppe" To: Subject: Date: Tue, 23 Jul 2002 11:50:27 +0200 MIME-Version: 1.0 Content-Type: multipart/mixed; boundary="----=_NextPart_000_0015_01C2323F.23402510" X-Priority: 3 X-MSMail-Priority: Normal X-Mailer: Microsoft Outlook Express 5.50.4807.1700 X-MimeOLE: Produced By Microsoft MimeOLE V5.50.4807.1700 X-Mozilla-Status: 8001 X-Mozilla-Status2: 00000000 X-UIDL: 41233424601b40c3d9ab62196def925b This is a multi-part message in MIME format. ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/plain; charset="iso-8859-1" Content-Transfer-Encoding: 7bit Enclosed is .zip file containing new files for the Gnedenko Web site. Please remove old files from your computer and substitute them with new files. ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="workshops.html" Content-Transfer-Encoding: quoted-printable Content-Disposition: attachment; filename="workshops.html" Workshops.

There are two satellite workshops included into the program of the = conference:

  • Stochastics and Mathematical Physics, organized by S. Albeverio, Yu. M. Berezanskii and Yu. G. Kondratiev. The aim of the workshop is twofold. First to analyze new frontiers in applications of stochastics to some problems of = mathematical physics, and second to discuss new ideas and methods in stochastics and infinite = dimensional analysis motivated by these applications.

  • Statistical Methods with Applications to Insurance and = Finance, organized by Yu. S. Mishura and A. G. = Kukush. The aim of the workshop is to discuss new stochastic methods in = evaluation of options and statistical approach to actuarial problems. =20



Both workshops are supported by INTAS Science = foundation. ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="accommodation.html" Content-Transfer-Encoding: quoted-printable Content-Disposition: attachment; filename="accommodation.html" Accommodation.

There is a number of hotels located in a walking distance from the = Institute of Mathematics. The prices are high enough and reach 500 HRN (100 EUR) and more for = **-*** facilities. More comfortable (and expensive) hotels are also available.

There also are several hotels located in a reasonable distance of a = 25-30 min combined trip by walk and metro. The prices at those hotels are about 300 HRN (60 EUR) for the same = facilities.

To make a hotel reservation please send until April 30, 2002 an e-mail message to the Organizing Committee and we will make a hotel = reservation for you.

The Organizing Committee offers to choose the University guest house to those who need a cheaper accommodation. The guest house is located far enough of the Institute of Mathematics (50-60 min by public transportation). Please note that the number of places available at the University guest house is restricted, so that we do not guarantee the reservation there for all the participants of the conference. Please send your request as soon as possible to make a reservation at the University guest house.

Further questions and requires of the participants of the conference concerning the accommodation are invited. ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: application/postscript; name="a-index.ps" Content-Transfer-Encoding: quoted-printable Content-Disposition: attachment; filename="a-index.ps" %!PS-Adobe-2.0=0A= %%Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software=0A= %%Title: program.dvi=0A= %%CreationDate: Wed May 29 19:07:10 2002=0A= %%Pages: 8=0A= %%PageOrder: Ascend=0A= %%BoundingBox: 0 0 596 842=0A= %%DocumentFonts: CMBX10 CMTI10 CMR10 CMCSC10 CMMI10 CMTT10 CMR8=0A= %%DocumentPaperSizes: a4=0A= %%EndComments=0A= %DVIPSWebPage: (www.radicaleye.com)=0A= %DVIPSCommandLine: C:\TEXMF\MIKTEX\BIN\DVIPS.EXE -p14 program.dvi=0A= %DVIPSParameters: dpi=3D600, compressed=0A= %DVIPSSource: TeX output 2002.05.29:1906=0A= %%BeginProcSet: texc.pro=0A= %!=0A= /TeXDict 300 dict def TeXDict begin/N{def}def/B{bind def}N/S{exch}N/X{S=0A= N}B/A{dup}B/TR{translate}N/isls false 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b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(15:00)p Fg(,)g(40)g(min,)i(sect.)g(1,)f(ro)r(om)g(A,)h(p.)g=0A= (9)f(\(9\))0 4294 y Fe(Bischoff)p Fg(,)i(W)-7 b(olfgang)41=0A= b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(16:15)p Fg(,)f(20)g(min,)i(sect.)g(6,)f(ro)=0A= r(om)g(A,)h(p.)g(109)e(\(3\))0 4419 y Fe(Bond)n(arenk)n(o)p=0A= Fg(,)h(Y)-7 b(ana)27 b(S.)38 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)c=0A= Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(15:45)p Fg(,)g(20)g(min,)i(sect.)g=0A= (13,)f(ro)r(om)f(G,)i(p.)g(218)e(\(10\))0 4544 y Fe(Bond)n(arev)p=0A= Fg(,)i(B.)f(V.)49 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)21 b Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(18:00)p Fg(,)f(20)h(min,)h(sect.)f(3,)g(ro)r(om)g(C,)h(p.)g(67)e=0A= (\(12\))0 4668 y Fe(Borisenk)n(o)p Fg(,)i(A.)g(D.)48=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= 20 b Fg(Monda)n(y)-7 b(,)27 b Ff(16:60)p Fg(,)f(15)g(min,)i(sect.)g(7,)=0A= f(ro)r(om)g(F,)h(p.)g(121)e(\(3\))0 4793 y Fe(Borisenk)n(o)p=0A= Fg(,)i(O.)f(D.)36 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)8 b Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(13:25)p Fg(,)f(20)g(min,)i(sect.)g(8,)f(ro)r(om)g(C,)h(p.)g(134)0=0A= 4917 y Fe(Borisenk)n(o)p Fg(,)g(O.)f(V.)37 b Fc(:)14=0A= b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)9=0A= b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(13:25)p Fg(,)f(20)g(min,)i(sect.)g=0A= (8,)f(ro)r(om)g(C,)h(p.)g(134)0 5042 y Fe(Bor)n(o)n(vk)n(o)n(v)-7=0A= b(a)p Fg(,)27 b(S.)h(A.)37 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)f(:)h(:)g(:)9 b Fg(Monda)n(y)-7 b(,)27=0A= b Ff(16:40)p Fg(,)f(20)g(min,)i(sect.)g(6,)f(ro)r(om)g(A,)h(p.)g(110)e=0A= (\(3\))0 5167 y Fe(Bo)n(y)-6 b(arino)n(v)p Fg(,)28 b(R.)g(N.)47=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)g(:)19 b Fg(Monda)n(y)-7 b(,)27 b=0A= Ff(17:10)p Fg(,)e(20)i(min,)h(sect.)g(12,)f(ro)r(om)f(C)i(\(4\))0=0A= 5291 y Fe(Bra)-6 b(tiychuk)p Fg(,)28 b(M.)g(S.)37 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)9=0A= b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(17:10)p Fg(,)f(20)g(min,)i(sect.)g=0A= (2,)f(ro)r(om)g(B,)g(p.)h(39)f(\(5\))1553 5391 y(14)p=0A= eop=0A= %%Page: 15 2=0A= 15 1 bop 1305 42 a Fb(A)n(UTHOR)30 b(INDEX)1234 b(15)0=0A= 241 y Fe(Breuer)p Fg(,)28 b(Lothar)38 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)d Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(16:15)p Fg(,)g(20)h(min,)h(sect.)f(9,)g(ro)r(om)g(E,)g(p.)h=0A= (155)e(\(10\))0 364 y Fe(Brzezniak)p Fg(,)h(Z.)49 b Fc(:)14=0A= b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)21=0A= b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(15:45)p Fg(,)g(20)h(min,)h(sect.)f=0A= (9,)g(ro)r(om)g(E,)g(p.)h(156)e(\(10\))0 487 y Fe(Buld)n(ygin)p=0A= Fg(,)h(V.)h(V.)48 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)20 b Fg(T)-7 b(uesda)n(y)g(,)26=0A= b Ff(15:00)p Fg(,)g(40)h(min,)h(sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(10)f=0A= (\(5\))0 610 y Fe(Bulinska)-6 b(y)g(a)p Fg(,)28 b(E.)f(V.)53=0A= b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)=0A= 25 b Fg(Monda)n(y)-7 b(,)27 b Ff(15:45)p Fg(,)f(40)g(min,)i(sect.)g(2,)=0A= f(ro)r(om)g(B,)g(p.)h(40)f(\(2\))0 734 y Fe(Bulinski)340=0A= 727 y(\025)350 734 y(\020)p Fg(,)g(A.)h(V.)37 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)9 b Fg(Th)n(ursda)n(y)-7 b(,)26=0A= b Ff(17:10)p Fg(,)g(40)h(min,)h(sect.)f(8,)h(ro)r(om)e(C)i(\(9\))0=0A= 857 y Fe(Bulinski)p Fg(,)f(A.)h(V.)50 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)22 b Fg(W)-7 b(ednesda)n(y)g(,)=0A= 27 b Ff(12:10)p Fg(,)f(20)h(min,)h(sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(11)=0A= f(\(7\))0 980 y Fe(Caeir)n(o)p Fg(,)h(F)-7 b(rederico)42=0A= b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)h Fg(F)-7 b(rida)n(y)g(,)27 b Ff(15:45)p Fg(,)f(20)h(min,)h=0A= (sect.)f(3,)g(ro)r(om)g(C,)h(p.)g(68)e(\(11\))0 1103=0A= y Fe(Chani)p Fg(,)i(Alexander)f(S.)48 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)20 b Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(15:00)p Fg(,)f(20)g(min,)i(sect.)g(13,)f(ro)r(om)f(G,)i(p.)g(219)e=0A= (\(12\))0 1226 y Fe(Chornei)p Fg(,)i(R.)g(K.)45 b Fc(:)13=0A= b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)j Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:35)p Fg(,)e(20)i(min,)h=0A= (sect.)g(4,)f(ro)r(om)g(D,)h(p.)g(82)e(\(12\))0 1349=0A= y Fe(Chubarik)n(o)n(v)p Fg(,)i(V.)g(N.)38 b Fc(:)13 b(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)d=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(17:10)p Fg(,)e(20)i(min,)h(sect.)g(12,)f=0A= (ro)r(om)f(C)i(\(4\))0 1473 y Fe(Chydzinski)p Fg(,)f(A.)37=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)9 b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(17:10)p=0A= Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(39)f(\(5\))0=0A= 1596 y Fe(Cor)n(cuera)p Fg(,)h(J.)g(M.)37 b Fc(:)14 b(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)c Fg(T)-7=0A= b(uesda)n(y)g(,)26 b Ff(15:00)p Fg(,)g(40)h(min,)h(sect.)g(10,)e(ro)r=0A= (om)h(F,)h(p.)g(176)e(\(6\))0 1719 y Fe(Cs)106 1712 y(\177)103=0A= 1719 y(or)n(g)260 1712 y(})257 1719 y(o)p Fg(,)i(S\023)-42=0A= b(andor)45 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)19 b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(10:00)p=0A= Fg(,)f(55)i(min,)h(sect.)g(1,)f(Acad.)h(Sci.,)f(p.)h(12)f(\(9\))0=0A= 1842 y Fe(D)n(aletski)r(i)p Fg(,)g(A.)38 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)=0A= g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)c=0A= Fg(F)-7 b(rida)n(y)g(,)27 b Ff(16:15)p Fg(,)f(20)h(min,)h(sect.)f(9,)g=0A= (ro)r(om)g(E,)g(p.)h(157)e(\(12\))0 1965 y Fe(Dikarev)p=0A= Fg(,)i(V)-7 b(adim)27 b(A.)51 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)22 b Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(18:25)p Fg(,)g(20)h(min,)h(sect.)f(13,)g(ro)r(om)g(G,)h(p.)=0A= g(220)0 2089 y Fe(Dilman)p Fg(,)f(S.)h(V.)46 b Fc(:)13=0A= b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)j=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(12:10)p Fg(,)f(20)h(min,)h(sect.)f=0A= (1,)h(ro)r(om)e(A,)i(p.)g(11)f(\(7\))0 2212 y Fe(Donchenk)n(o)p=0A= Fg(,)g(V)-7 b(olo)r(dym)n(yr)27 b(S.)43 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)i Fg(Monda)n(y)-7 b(,)26 b Ff(17:10)p Fg(,)g(20)h(min,)h(sect.)f=0A= (4,)h(ro)r(om)e(D,)i(p.)g(83)f(\(2\))0 2335 y Fe(Dotsenk)n(o)p=0A= Fg(,)g(S.)h(I.)46 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)k Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(12:10)p=0A= Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(41)f(\(7\))0=0A= 2458 y Fe(Doukhan)p Fg(,)g(P)n(aul)44 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)j Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(15:00)p Fg(,)g(40)h(min,)h(sect.)f(8,)g(ro)r(om)g(C,)h(p.)g=0A= (135)e(\(9\))0 2581 y Fe(Dr)n(ozdenk)n(o)p Fg(,)h(M.)h(O.)38=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)d Fg(W)-7=0A= b(ednesda)n(y)g(,)27 b Ff(12:00)p Fg(,)f(20)h(min,)h(sect.)g(10,)e(ro)r=0A= (om)h(F,)h(p.)g(194)e(\(8\))0 2704 y Fe(Dr)n(ozdenk)n(o)p=0A= Fg(,)h(M.)h(O.)49 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)21=0A= b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(16:35)p Fg(,)g(20)g(min,)i(sect.)g=0A= (10,)f(ro)r(om)f(F,)i(p.)g(177)e(\(10\))0 2828 y Fe(Dzhap)-6=0A= b(aridze)p Fg(,)28 b(Kac)n(ha)50 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)24 b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(15:25)p=0A= Fg(,)f(20)i(min,)h(sect.)g(4,)f(ro)r(om)g(D,)h(p.)g(103)e(\(9\))0=0A= 2951 y Fe(Dzundza)p Fg(,)h(A.)h(I.)35 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)8=0A= b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(16:35)p Fg(,)f(20)g(min,)i(sect.)g=0A= (10,)f(ro)r(om)f(F,)i(p.)g(178)e(\(12\))0 3074 y Fe(El)-7=0A= b(w)n(or)h(thy)p Fg(,)27 b(Da)n(vid)43 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)h Fg(Monda)n(y)-7 b(,)27=0A= b Ff(12:30-13:35)p Fg(,)c(55)k(min,)h(sect.)f(9,)h(Acad.)f(Sci.)h=0A= (\(2\))0 3197 y Fe(Eshmama)-6 b(to)n(v)f(a)p Fg(,)27=0A= b(D.)h(B.)39 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)f=0A= Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(17:35)p Fg(,)g(20)g(min,)i(sect.)g=0A= (13,)f(ro)r(om)f(G,)i(p.)g(221)e(\(10\))0 3320 y Fe(Feller)p=0A= Fg(,)i(M.)g(N.)37 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)c Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(10:45)p Fg(,)e(20)i(min,)h(sect.)g(9,)f(ro)r(om)g(E,)g(p.)h(158)e=0A= (\(7\))0 3444 y Fe(Fer)n(ger)p Fg(,)j(Dietmar)40 b Fc(:)14=0A= b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)e=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(17:35)p Fg(,)f(20)g(min,)i(sect.)g(6,)f(ro)=0A= r(om)g(A,)h(p.)g(111)e(\(3\))0 3567 y Fe(Finkelshtein)p=0A= Fg(,)i(D.)g(L.)52 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)24 b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(17:00)p Fg(,)e(20)i(min,)h=0A= (sect.)g(9,)f(ro)r(om)g(E,)g(p.)h(159)e(\(6\))0 3690=0A= y Fe(F)n(omina)p Fg(,)h(T)-7 b(amara)26 b(A.)38 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)c Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(17:10)p Fg(,)g(20)g(min,)i(sect.)g(13,)f(ro)r(om)f(G,)i(p.)=0A= g(222)e(\(10\))0 3813 y Fe(Fr)n(olo)n(v)p Fg(,)h(Andrei)h(N.)47=0A= b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)k=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:40)p Fg(,)f(20)h(min,)h(sect.)f=0A= (1,)h(ro)r(om)e(A,)i(p.)g(13)f(\(7\))0 3936 y Fe(Fuchs)p=0A= Fg(,)h(M.)53 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)25 b Fg(T)-7 b(uesda)n(y)g(,)27=0A= b Ff(16:20)p Fg(,)e(20)i(min,)h(sect.)g(11,)e(ro)r(om)h(C,)h(p.)g(199)e=0A= (\(6\))0 4059 y Fe(Galinskij)p Fg(,)h(V.)h(A.)45 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)j=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(16:15)p Fg(,)e(20)i(min,)h(sect.)g(12,)e=0A= (ro)r(om)h(C,)h(p.)g(209)e(\(3\))0 4183 y Fe(Galochkin)p=0A= Fg(,)g(V.)i(G.)37 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)8 b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:25)p Fg(,)f(30)h(min,)h=0A= (sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(192)e(\(8\))0 4306=0A= y Fe(Ganikhodjaev)p Fg(,)h(R.)h(N.)45 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)j Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(17:35)p Fg(,)g(20)g(min,)i=0A= (sect.)g(13,)f(ro)r(om)f(G,)i(p.)g(221)e(\(10\))0 4429=0A= y Fe(Gasanenk)n(o)p Fg(,)h(Vitalii)h(A.)46 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)k Fg(Monda)n(y)-7=0A= b(,)27 b Ff(16:15)p Fg(,)e(20)i(min,)h(sect.)g(13,)e(ro)r(om)h(G,)h(p.)=0A= g(223)e(\(4\))0 4552 y Fe(Gerasin)p Fg(,)i(Sergey)e(N.)36=0A= b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)8=0A= b Fg(Monda)n(y)-7 b(,)27 b Ff(17:35)p Fg(,)e(20)i(min,)h(sect.)g(12,)e=0A= (ro)r(om)h(C,)h(p.)g(210)e(\(4\))0 4675 y Fe(Gliklikh)p=0A= Fg(,)g(Y)-7 b(u.)38 b(E.)51 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)24 b Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(15:00)p Fg(,)f(40)h(min,)h(sect.)f(9,)g(ro)r(om)g(E,)g(p.)h(160)e=0A= (\(12\))0 4799 y Fe(Gnedenk)n(o)p Fg(,)h(D.)i(B.)43 b=0A= Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)h Fg(Monda)n(y)-7 b(,)27=0A= b Ff(16:15)p Fg(,)f(15)g(min,)j(sect.)e(7,)g(ro)r(om)g(F)h(\(3\))0=0A= 4922 y Fe(Golodnik)n(o)n(v)p Fg(,)e(A.)i(N.)43 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)h=0A= Fg(F)-7 b(rida)n(y)g(,)26 b Ff(16:15)p Fg(,)g(20)h(min,)h(sect.)f(2,)h=0A= (ro)r(om)e(B,)i(p.)g(56)e(\(11\))0 5045 y Fe(Gomba)-6=0A= b(y)p Fg(,)28 b(E.)43 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)i Fg(Monda)n(y)-7=0A= b(,)27 b Ff(15:00)p Fg(,)f(40)g(min,)i(sect.)g(6,)f(ro)r(om)g(A,)h(p.)g=0A= (113)e(\(2\))0 5168 y Fe(Gomes)p Fg(,)h(M.)h(Iv)n(ette)51=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)23 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(15:45)p Fg(,)f(20)h(min,)h=0A= (sect.)f(3,)g(ro)r(om)g(C,)h(p.)g(68)e(\(11\))0 5291=0A= y Fe(Goncharenk)n(o)p Fg(,)h(Y)-7 b(a.)44 b Fc(:)14 b(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)j Fg(F)-7=0A= b(rida)n(y)g(,)26 b Ff(15:45)p Fg(,)g(20)h(min,)h(sect.)f(1,)h(ro)r(om)=0A= e(A,)i(p.)g(8)f(\(11\))p eop=0A= %%Page: 16 3=0A= 16 2 bop 0 42 a Fb(16)1235 b(A)n(UTHOR)30 b(INDEX)0 241=0A= y Fe(Gontcharenk)n(o)p Fg(,)d(Y)-7 b(a.)37 b(V.)52 b=0A= Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)24=0A= b Fg(Monda)n(y)-7 b(,)27 b Ff(18:30)p Fg(,)e(15)i(min,)h(sect.)g(7,)f=0A= (ro)r(om)g(F,)h(p.)g(122)0 364 y Fe(Grigelionis)p Fg(,)g(Bronius)48=0A= b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)22=0A= b Fg(Monda)n(y)-7 b(,)27 b Ff(15:00)p Fg(,)e(40)i(min,)h(sect.)g(13,)e=0A= (ro)r(om)h(G,)h(p.)g(224)e(\(4\))0 487 y Fe(Gumenna)p=0A= Fg(,)h(O.)h(M.)53 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)25 b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(17:00)p=0A= Fg(,)g(20)g(min,)i(sect.)g(10,)f(ro)r(om)f(F,)i(p.)g(196)e(\(10\))0=0A= 610 y Fe(Gusak)p Fg(,)h(Dm)n(ytro)45 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)19=0A= b Fg(F)-7 b(rida)n(y)g(,)26 b Ff(17:10)p Fg(,)g(20)h(min,)h(sect.)f(2,)=0A= h(ro)r(om)e(B,)i(p.)g(43)e(\(11\))0 734 y Fe(Gushchin)p=0A= Fg(,)h(A.)h(A.)51 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)g(:)23 b Fg(Monda)n(y)-7 b(,)26=0A= b Ff(15:00)p Fg(,)g(40)h(min,)h(sect.)f(4,)h(ro)r(om)e(D,)i(p.)g(84)f=0A= (\(2\))0 857 y Fe(H\034st)p Fg(,)g(G.)39 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)d Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(12:35)p=0A= Fg(,)f(20)g(min,)i(sect.)g(8,)f(ro)r(om)g(C,)h(p.)g(136)0=0A= 980 y Fe(Hajiyev)p Fg(,)g(Asaf)45 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)j=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(15:00)p Fg(,)f(40)g(min,)i(sect.)g(2,)f(ro)=0A= r(om)g(B,)g(p.)h(45)f(\(2\))0 1103 y Fe(Hasan)p Fg(,)g(Merza)g(H.)44=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)j=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(10:45)p Fg(,)f(30)h(min,)h(sect.)g=0A= (10,)e(ro)r(om)h(F,)h(p.)g(175)e(\(8\))0 1226 y Fe(Hazewinkel)p=0A= Fg(,)h(M.)40 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)=0A= g(:)g(:)g(:)g(:)d Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(15:55)p=0A= Fg(,)g(20)h(min,)h(sect.)f(4,)h(ro)r(om)e(D,)i(p.)g(85)f(\(9\))0=0A= 1349 y Fe(Hor)n(obets)p Fg(,)h(O.)f(V.)39 b Fc(:)13 b(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)d Fg(T)-7=0A= b(uesda)n(y)g(,)26 b Ff(17:35)p Fg(,)g(20)h(min,)h(sect.)g(10,)e(ro)r=0A= (om)h(F,)h(p.)g(179)e(\(6\))0 1473 y Fe(Iksano)n(v)p=0A= Fg(,)h(Aleksander)f(M.)42 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)g(:)g Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(16:40)p Fg(,)g(20)h(min,)h=0A= (sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(14)f(\(5\))0 1596 y=0A= Fe(Ilchenk)n(o)p Fg(,)g(S.)h(A.)36 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)8 b Fg(W)-7=0A= b(ednesda)n(y)g(,)27 b Ff(12:30)p Fg(,)f(20)h(min,)h(sect.)f(10,)g(ro)r=0A= (om)g(F,)h(p.)g(180)0 1719 y Fe(Il)-6 b(yenk)n(o)p Fg(,)27=0A= b(Andrey)h(B.)46 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)f(:)h(:)19 b Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(15:45)p=0A= Fg(,)g(20)h(min,)h(sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(15)f(\(5\))0=0A= 1842 y Fe(Imkeller)p Fg(,)g(P)-7 b(.)42 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(15:00)p Fg(,)g(40)h(min,)h(sect.)g(10,)=0A= e(ro)r(om)h(F,)h(p.)g(176)e(\(6\))0 1965 y Fe(Indlek)n(ofer)p=0A= Fg(,)i(Karl-Heinz)51 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)25=0A= b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(15:00)p Fg(,)e(20)i(min,)h(sect.)g=0A= (11,)e(ro)r(om)h(C,)h(p.)g(200)e(\(6\))0 2089 y Fe(Iv)-7=0A= b(ank)n(o)p Fg(,)26 b(Y)-7 b(u.)45 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)j=0A= Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(15:45)p Fg(,)g(20)h(min,)h(sect.)g(10,)=0A= e(ro)r(om)h(F,)h(p.)g(181)e(\(6\))0 2212 y Fe(Iv)-7 b(anoff)p=0A= Fg(,)27 b(Gail)49 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)21 b Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(10:00)p Fg(,)f(40)h(min,)h(sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(185)e=0A= (\(8\))0 2335 y Fe(Iv)-7 b(ano)n(v)p Fg(,)27 b(Alexander)51=0A= b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)=0A= 24 b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(15:00)p Fg(,)f(40)h(min,)h(sect.)f=0A= (4,)h(ro)r(om)e(D,)i(p.)g(86)f(\(5\))0 2458 y Fe(Jar)n(u)193=0A= 2451 y(\024)197 2458 y(sk)n(o)n(v)391 2451 y(\023)388=0A= 2458 y(a)p Fg(,)g(Daniela)39 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)=0A= g(:)g(:)g(:)g(:)g(:)d Fg(Monda)n(y)-7 b(,)27 b Ff(15:45)p=0A= Fg(,)f(20)g(min,)i(sect.)g(6,)f(ro)r(om)g(A,)h(p.)g(114)e(\(2\))0=0A= 2581 y Fe(Jeanblanc)p Fg(,)i(Monique)40 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)f Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(12:20)p Fg(,)f(55)i(min,)h=0A= (sect.)g(10,)e(Acad.)i(Sci.,)g(p.)g(182)e(\(9\))0 2704=0A= y Fe(J)50 2697 y(\177)47 2704 y(onsson)p Fg(,)h(H.)42=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)f Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:25)p Fg(,)f(30)h(min,)h=0A= (sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(192)e(\(8\))0 2828=0A= y Fe(Ka)n(chano)n(vsky)p Fg(,)h(N.)h(A.)53 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)25 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:10)p Fg(,)f(20)h(min,)h=0A= (sect.)f(9,)h(ro)r(om)e(E)h(\(12\))0 2951 y Fe(Kaminsky)p=0A= Fg(,)g(Andriy)h(B.)50 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)23 b Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(17:10)p Fg(,)g(20)h(min,)h=0A= (sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(183)e(\(6\))0 3074=0A= y Fe(Kanemitsu)p Fg(,)i(S.)44 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)i Fg(T)-7 b(uesda)n(y)g(,)27=0A= b Ff(15:25)p Fg(,)e(20)i(min,)h(sect.)g(11,)e(ro)r(om)h(C,)h(p.)g(201)e=0A= (\(6\))0 3197 y Fe(Kesemen)p Fg(,)j(T)-7 b(ula)n(y)43=0A= b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)g(:)g(:)i Fg(Monda)n(y)-7 b(,)27 b Ff(17:55)p Fg(,)f(20)g(min,)i=0A= (sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(50)f(\(2\))0 3320 y=0A= Fe(Khaniev)p Fg(,)h(T)-7 b(ahir)34 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)7=0A= b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(17:35)p Fg(,)f(20)g(min,)i(sect.)g=0A= (2,)f(ro)r(om)g(B,)g(p.)h(48)f(\(5\))0 3444 y Fe(Khaniyev)p=0A= Fg(,)h(T)-7 b(ahir)48 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)21 b Fg(Monda)n(y)-7 b(,)27=0A= b Ff(17:55)p Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(50)f=0A= (\(2\))0 3567 y Fe(Khaniyev)p Fg(,)h(T)-7 b(ahir)38 b=0A= Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)e Fg(T)-7 b(uesda)n(y)g(,)27 b=0A= Ff(18:00)p Fg(,)e(20)i(min,)h(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(49)0=0A= 3690 y Fe(Kharin)p Fg(,)g(Y)-7 b(u.)37 b(S.)i Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)d Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(17:10)p Fg(,)f(20)h(min,)h=0A= (sect.)f(4,)h(ro)r(om)e(D,)i(p.)g(87)f(\(6\))0 3813 y=0A= Fe(Kharin)p Fg(,)h(Y)-7 b(u.)37 b(S.)j Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)e Fg(Monda)n(y)-7=0A= b(,)27 b Ff(18:00)p Fg(,)f(20)g(min,)i(sect.)g(6,)f(ro)r(om)g(A,)h(p.)g=0A= (117)e(\(3\))0 3936 y Fe(Khokhlo)n(v)p Fg(,)h(Y)-7 b(ury)27=0A= b(S.)43 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)h=0A= Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(15:45)p Fg(,)g(20)h(min,)h(sect.)f(1,)=0A= h(ro)r(om)e(A,)i(p.)g(16)f(\(9\))0 4059 y Fe(Khusanbaev)p=0A= Fg(,)h(Y)-7 b(a.)37 b(M.)44 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)j Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:10)p=0A= Fg(,)f(20)g(min,)i(sect.)g(1,)f(ro)r(om)g(A,)h(p.)g(17)e(\(11\))0=0A= 4183 y Fe(Kleso)n(v)p Fg(,)h(O.)h(I.)52 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)24=0A= b Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(15:00)p Fg(,)g(40)h(min,)h(sect.)f=0A= (1,)h(ro)r(om)e(A,)i(p.)g(10)f(\(5\))0 4306 y Fe(Knopo)n(v)p=0A= Fg(,)h(P)-7 b(.)27 b(S.)51 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)24 b Fg(F)-7=0A= b(rida)n(y)g(,)27 b Ff(17:35)p Fg(,)e(20)i(min,)h(sect.)g(4,)f(ro)r(om)=0A= g(D,)h(p.)g(82)e(\(12\))0 4429 y Fe(K)n(oba)p Fg(,)h(O.)g(V.)41=0A= b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)e Fg(T)-7 b(uesda)n(y)g(,)27=0A= b Ff(16:15)p Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(51)f=0A= (\(5\))0 4552 y Fe(K)n(ochubei)p Fg(,)h(Anatoly)f(N.)36=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)9=0A= b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(16:35)p Fg(,)e(20)i(min,)h(sect.)g=0A= (9,)f(ro)r(om)g(E,)g(p.)h(161)e(\(6\))0 4675 y Fe(K)n(oha)-6=0A= b(tsu-Higa)p Fg(,)28 b(A.)43 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)g(:)g(:)h Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(15:00)p=0A= Fg(,)g(40)h(min,)h(sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(176)e(\(6\))0=0A= 4799 y Fe(K)n(olomiets)p Fg(,)h(Y)-7 b(u.)37 b(V.)43=0A= b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= Fg(F)-7 b(rida)n(y)g(,)27 b Ff(15:55)p Fg(,)f(20)g(min,)i(sect.)g(13,)f=0A= (ro)r(om)f(G,)i(p.)g(225)e(\(12\))0 4922 y Fe(K)n(oloso)n(v)p=0A= Fg(,)g(A.)i(A.)39 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)e Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(16:35)p Fg(,)f(20)g(min,)i(sect.)g(10,)f(ro)r(om)f(F,)i(p.)g(178)e=0A= (\(12\))0 5045 y Fe(K)n(onst)-6 b(antino)n(v)p Fg(,)27=0A= b(A.)h(Y)-7 b(u.)36 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)8=0A= b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(17:10)p Fg(,)g(20)h(min,)h(sect.)f=0A= (9,)g(ro)r(om)g(E,)g(p.)h(162)e(\(10\))0 5168 y Fe(K)n(orkhin)p=0A= Fg(,)h(A.)h(S.)40 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)e Fg(Monda)n(y)-7=0A= b(,)26 b Ff(17:35)p Fg(,)g(20)h(min,)h(sect.)f(4,)h(ro)r(om)e(D,)i(p.)g=0A= (88)f(\(2\))0 5291 y Fe(K)n(or)n(olev)p Fg(,)g(M.)h(E.)51=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)24 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(18:00)p=0A= Fg(,)f(20)h(min,)h(sect.)f(3,)g(ro)r(om)g(C,)h(p.)g(67)e(\(12\))p=0A= eop=0A= %%Page: 17 4=0A= 17 3 bop 1305 42 a Fb(A)n(UTHOR)30 b(INDEX)1234 b(17)0=0A= 241 y Fe(K)n(or)n(olev)p Fg(,)27 b(V.)h(Y)-7 b(u.)37=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)8 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(16:15)p=0A= Fg(,)f(20)h(min,)h(sect.)f(3,)g(ro)r(om)g(C,)h(p.)g(69)e(\(11\))0=0A= 364 y Fe(K)n(or)n(olev)p Fg(,)h(V.)39 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)c=0A= Fg(F)-7 b(rida)n(y)g(,)27 b Ff(16:40)p Fg(,)f(20)h(min,)h(sect.)f(3,)g=0A= (ro)r(om)g(C,)h(p.)g(71)e(\(12\))0 487 y Fe(K)n(or)n(ol)-6=0A= b(yuk)p Fg(,)27 b(V)-7 b(olo)r(dym)n(yr)26 b(S.)44 b=0A= Fc(:)14 b(:)g(:)f(:)h(:)i Fg(Monda)n(y)-7 b(,)27 b Ff(10:15)p=0A= Fg(,)e(55)i(min,)h(sect.)g(13,)e(Acad.)i(Sci.,)g(p.)g(226)e(\(2\))0=0A= 610 y Fe(K)n(oshmanenk)n(o)p Fg(,)h(V.)51 b Fc(:)14 b(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)23 b Fg(Monda)n(y)-7=0A= b(,)27 b Ff(17:35)p Fg(,)e(20)i(min,)h(sect.)g(9,)f(ro)r(om)g(E,)g(p.)h=0A= (163)e(\(3\))0 734 y Fe(K)n(osy)-6 b(ak)p Fg(,)27 b(A.)h(V.)53=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)24 b Fg(F)-7=0A= b(rida)n(y)g(,)27 b Ff(16:40)p Fg(,)f(20)h(min,)h(sect.)f(9,)h(ro)r(om)=0A= e(E)h(\(12\))0 857 y Fe(K)n(o)n(v)-7 b(al)h(')p Fg(,)26=0A= b(V)-7 b(alery)48 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)22 b Fg(T)-7 b(uesda)n(y)g(,)26=0A= b Ff(17:35)p Fg(,)g(20)h(min,)h(sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(18)f=0A= (\(5\))0 980 y Fe(K)n(o)n(v)-7 b(alenk)n(o)p Fg(,)26=0A= b(I.)i(N.)46 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= f(:)18 b Fg(Monda)n(y)-7 b(,)27 b Ff(11:15-12:10)p Fg(,)c(55)k(min,)h=0A= (sect.)f(2,)h(Acad.)f(Sci.)h(\(2\))0 1103 y Fe(K)n(o)n(v)-7=0A= b(alenk)n(o)p Fg(,)26 b(Igor)g(N.)42 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)=0A= f(:)h(:)g(:)g(:)g(:)g Fg(W)-7 b(ednesda)n(y)g(,)27 b=0A= Ff(10:25)p Fg(,)f(40)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(38)f=0A= (\(7\))0 1226 y Fe(K)n(o)n(v)-7 b(alenk)n(o)p Fg(,)26=0A= b(Igor)g(N.)41 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)e Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(16:40)p=0A= Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(52)f(\(5\))0=0A= 1349 y Fe(K)n(oza)n(chenk)n(o)p Fg(,)g(Y)-7 b(u.)35 b=0A= Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)7=0A= b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(16:15)p Fg(,)g(20)h(min,)h(sect.)f=0A= (8,)g(ro)r(om)g(C,)h(p.)g(137)e(\(9\))0 1473 y Fe(K)n(ozitsky)p=0A= Fg(,)h(Y)-7 b(uri)48 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)g(:)f(:)21 b Fg(Th)n(ursda)n(y)-7 b(,)26=0A= b Ff(16:40)p Fg(,)g(20)h(min,)h(sect.)f(9,)g(ro)r(om)g(E,)g(p.)h(164)e=0A= (\(10\))0 1596 y Fe(Kuba)-6 b(ychuk)p Fg(,)28 b(O.)43=0A= b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)i Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(16:15)p Fg(,)g(20)h(min,)h(sect.)g=0A= (10,)e(ro)r(om)h(F,)h(p.)g(184)e(\(6\))0 1719 y Fe(Kucuk)p=0A= Fg(,)h(Zafer)38 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)c Fg(T)-7 b(uesda)n(y)g(,)27=0A= b Ff(17:35)p Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(48)f=0A= (\(5\))0 1842 y Fe(Kudlaev)p Fg(,)g(E.)g(M.)37 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)c=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(16:40)p Fg(,)e(20)i(min,)h(sect.)g(12,)e=0A= (ro)r(om)h(C,)h(p.)g(211)e(\(3\))0 1965 y Fe(Kudr)-6=0A= b(y)g(a)f(vtsev)p Fg(,)28 b(A.)g(A.)40 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)d Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(16:15)p Fg(,)f(20)h(min,)h(sect.)f(3,)g(ro)r(om)g(C,)h(p.)g(69)e=0A= (\(11\))0 2089 y Fe(Kukush)p Fg(,)h(A.)h(G.)42 b Fc(:)14=0A= b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(15:00)p Fg(,)g(20)h(min,)h(sect.)=0A= f(4,)h(ro)r(om)e(D,)i(p.)g(91)f(\(9\))0 2212 y Fe(Kukush)p=0A= Fg(,)g(A.)h(G.)47 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)19 b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:25)p=0A= Fg(,)f(30)h(min,)h(sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(192)e(\(8\))0=0A= 2335 y Fe(Kukush)p Fg(,)h(Alexander)47 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)20 b Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(15:00)p Fg(,)e(40)i(min,)h(sect.)g(4,)f(ro)r(om)g(D,)h(p.)g(90)e=0A= (\(12\))0 2458 y Fe(Kulik)p Fg(,)h(Alexey)h(M.)38 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)d Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(16:15)p Fg(,)g(20)g(min,)i(sect.)g(13,)f(ro)r(om)f(G,)i(p.)=0A= g(228)e(\(10\))0 2581 y Fe(Kur)n(chenk)n(o)p Fg(,)i(O.)f(O.)52=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)=0A= 25 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:10)p Fg(,)e(20)i(min,)h(sect.)g=0A= (4,)f(ro)r(om)g(D,)h(p.)g(92)e(\(12\))0 2704 y Fe(Kuto)n(vyy)p=0A= Fg(,)h(Oleksandr)44 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)k=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(12:10)p Fg(,)e(20)i(min,)h(sect.)g=0A= (9,)f(ro)r(om)g(E,)g(p.)h(166)e(\(7\))0 2828 y Fe(Kuznetso)n(v)p=0A= Fg(,)h(N.)h(Y)-7 b(u.)49 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= f(:)h(:)g(:)g(:)g(:)g(:)21 b Fg(F)-7 b(rida)n(y)g(,)26=0A= b Ff(15:00)p Fg(,)g(30)h(min,)h(sect.)f(2,)h(ro)r(om)e(B,)i(p.)g(53)e=0A= (\(11\))0 2951 y Fe(K)73 2944 y(\177)70 2951 y(uchenhoff)p=0A= Fg(,)i(Helm)n(ut)38 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)9 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(15:45)p=0A= Fg(,)e(20)i(min,)h(sect.)g(4,)f(ro)r(om)g(D,)h(p.)g(89)e(\(12\))0=0A= 3074 y Fe(K)73 3067 y(\023)70 3074 y(at)-6 b(ai)p Fg(,)28=0A= b(I.)50 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)22=0A= b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(17:15)p Fg(,)e(20)i(min,)h(sect.)g=0A= (11,)f(ro)r(om)f(C)i(\(6\))0 3197 y Fe(L\034land)p Fg(,)f(A.)46=0A= b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)k Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(12:35)p Fg(,)f(20)g(min,)i(sect.)g(8,)f(ro)r(om)g(C,)h(p.)g(136)0=0A= 3320 y Fe(Laka)-6 b(tos)p Fg(,)27 b(L.)40 b Fc(:)14 b(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)=0A= e Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(15:45)p Fg(,)f(20)g(min,)i(sect.)g=0A= (2,)f(ro)r(om)g(B,)g(p.)h(54)f(\(5\))0 3444 y Fe(La)n(urin)285=0A= 3437 y(\024)283 3444 y(cikas)p Fg(,)g(A.)46 b Fc(:)14=0A= b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)18=0A= b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(18:10)p Fg(,)e(20)i(min,)h(sect.)g=0A= (11,)e(ro)r(om)h(C,)h(p.)g(202)e(\(6\))0 3567 y Fe(Lazriev)-7=0A= b(a)p Fg(,)27 b(N.)45 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)j Fg(Monda)n(y)-7=0A= b(,)27 b Ff(17:10)p Fg(,)e(20)i(min,)h(sect.)g(9,)f(ro)r(om)g(E,)g(p.)h=0A= (167)e(\(3\))0 3690 y Fe(Lebedev)p Fg(,)i(E.)g(A.)37=0A= b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)c Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(10:00)p Fg(,)f(20)g(min,)i=0A= (sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(55)f(\(7\))0 3813 y=0A= Fe(Leipus)p Fg(,)h(R.)38 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)c=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(17:10)p Fg(,)f(20)g(min,)i(sect.)g(6,)f(ro)=0A= r(om)g(A,)h(p.)g(116)e(\(3\))0 3936 y Fe(Leonenk)n(o)p=0A= Fg(,)h(N.)h(N.)52 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)23 b Fg(Th)n(ursda)n(y)-7 b(,)26 b=0A= Ff(16:20)p Fg(,)g(20)h(min,)h(sect.)f(4,)h(ro)r(om)e(D,)i(p.)g(81)f=0A= (\(9\))0 4059 y Fe(Leonenk)n(o)p Fg(,)g(N.)h(N.)39 b=0A= Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)f(:)h(:)g(:)d Fg(Th)n(ursda)n(y)-7 b(,)26=0A= b Ff(17:10)p Fg(,)g(40)h(min,)h(sect.)f(8,)h(ro)r(om)e(C)i(\(9\))0=0A= 4183 y Fe(Leshchynskyi)p Fg(,)f(O.)h(L.)36 b Fc(:)14=0A= b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)9=0A= b Fg(Monda)n(y)-7 b(,)27 b Ff(18:30)p Fg(,)e(15)i(min,)h(sect.)g(7,)f=0A= (ro)r(om)g(F,)h(p.)g(122)0 4306 y Fe(Leshchynskyi)p Fg(,)f(O.)h(L.)36=0A= b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)9 b Fg(Monda)n(y)-7 b(,)27 b Ff(18:50)p Fg(,)e(15)i(min,)h(sect.)g=0A= (7,)f(ro)r(om)g(F,)h(p.)g(126)0 4429 y Fe(Leshchynskyi)p=0A= Fg(,)f(O.)51 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= f(:)h(:)g(:)g(:)g(:)g(:)23 b Fg(Monda)n(y)-7 b(,)27 b=0A= Ff(19:15)p Fg(,)e(15)i(min,)h(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g(123)0=0A= 4552 y Fe(Levitska)-6 b(y)g(a)p Fg(,)28 b(A.)g(A.)48=0A= b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)19=0A= b Fg(Monda)n(y)-7 b(,)27 b Ff(15:00)p Fg(,)e(40)i(min,)h(sect.)g(12,)e=0A= (ro)r(om)h(C,)h(p.)g(212)e(\(3\))0 4675 y Fe(Lifshits)p=0A= Fg(,)i(M.)g(A.)47 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)k Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(15:00)p Fg(,)f(40)g(min,)i(sect.)g(1,)f(ro)r(om)g(A,)h(p.)g(19)e=0A= (\(11\))0 4799 y Fe(Limnios)p Fg(,)h(Nik)n(olaos)39 b=0A= Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)e=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(10:15)p Fg(,)e(55)i(min,)h(sect.)g(13,)e=0A= (Acad.)i(Sci.,)g(p.)g(226)e(\(2\))0 4922 y Fe(Lin'k)n(o)n(v)p=0A= Fg(,)h(Y)-7 b(urii)28 b(N.)42 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(10:00)p Fg(,)f(55)h(min,)h(sect.)f(4,)g(Acad.)h(Sci.,)g(p.)g(93)e=0A= (\(11\))0 5045 y Fe(L)-7 b(ytvyno)n(v)p Fg(,)27 b(E.)50=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)23 b Fg(T)-7=0A= b(uesda)n(y)g(,)27 b Ff(15:45)p Fg(,)e(40)i(min,)h(sect.)g(9,)f(ro)r=0A= (om)g(E)g(\(6\))0 5168 y Fe(L)57 5161 y(\023)57 5168=0A= y(eandre)p Fg(,)h(R.)50 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)23 b Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(10:00)p Fg(,)e(40)i(min,)h(sect.)g(9,)f(ro)r(om)g(E,)g(p.)h(168)e=0A= (\(7\))0 5291 y Fe(Maibor)n(od)n(a)p Fg(,)i(R.)49 b Fc(:)14=0A= b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)22=0A= b Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(15:45)p Fg(,)g(20)h(min,)h(sect.)g=0A= (10,)e(ro)r(om)h(F,)h(p.)g(181)e(\(6\))p eop=0A= %%Page: 18 5=0A= 18 4 bop 0 42 a Fb(18)1235 b(A)n(UTHOR)30 b(INDEX)0 241=0A= y Fe(Maibor)n(od)n(a)p Fg(,)e(R.)49 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)22 b Fg(T)-7 b(uesda)n(y)g(,)26=0A= b Ff(16:15)p Fg(,)g(20)h(min,)h(sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(184)e=0A= (\(6\))0 364 y Fe(Major)p Fg(,)i(P)n(eter)35 b Fc(:)14=0A= b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)8 b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(10:45)p Fg(,)f(20)h(min,)h=0A= (sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(20)f(\(7\))0 487 y=0A= Fe(Makhno)p Fg(,)g(Sergey)g(Y)-7 b(a.)46 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)=0A= g(:)f(:)h(:)19 b Fg(W)-7 b(ednesda)n(y)g(,)28 b Ff(10:00)p=0A= Fg(,)d(40)i(min,)h(sect.)g(13,)e(ro)r(om)h(G,)h(p.)g(229)e(\(8\))0=0A= 610 y Fe(Mal)-6 b(y)g(arenk)n(o)p Fg(,)28 b(A.)g(A.)39=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)c Fg(W)-7=0A= b(ednesda)n(y)g(,)27 b Ff(11:15)p Fg(,)f(20)h(min,)h(sect.)f(8,)g(ro)r=0A= (om)g(C,)h(p.)g(138)e(\(7\))0 734 y Fe(Mal)-6 b(y)g(arenk)n(o)p=0A= Fg(,)28 b(A.)g(A.)39 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)d=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(12:00)p Fg(,)f(20)h(min,)h(sect.)g=0A= (10,)e(ro)r(om)h(F,)h(p.)g(194)e(\(8\))0 857 y Fe(Marjano)n(vich)p=0A= Fg(,)i(T.)f(P)-7 b(.)45 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)f(:)18 b Fg(F)-7 b(rida)n(y)g(,)26 b Ff(16:15)p=0A= Fg(,)g(20)h(min,)h(sect.)f(2,)h(ro)r(om)e(B,)i(p.)g(56)e(\(11\))0=0A= 980 y Fe(Mark)n(o)n(vitch)p Fg(,)i(N.)g(M.)48 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)20=0A= b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:10)p Fg(,)f(20)h(min,)h(sect.)f(3,)=0A= g(ro)r(om)g(C,)h(p.)g(73)e(\(12\))0 1103 y Fe(Mar)-6=0A= b(tikainen)p Fg(,)28 b(A.)g(I.)50 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)22 b Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(11:15)p Fg(,)f(20)h(min,)h(sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(21)f=0A= (\(7\))0 1226 y Fe(Maslenk)n(o)n(v)p Fg(,)g(S.)h(A.)36=0A= b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)8=0A= b Fg(Monda)n(y)-7 b(,)27 b Ff(16:40)p Fg(,)e(20)i(min,)h(sect.)g(12,)e=0A= (ro)r(om)h(C,)h(p.)g(211)e(\(3\))0 1349 y Fe(Masol)p=0A= Fg(,)h(V.)h(V.)53 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)24 b Fg(Monda)n(y)-7 b(,)27=0A= b Ff(15:45)p Fg(,)e(20)i(min,)h(sect.)g(12,)e(ro)r(om)h(C,)h(p.)g(214)e=0A= (\(3\))0 1473 y Fe(Melnik)n(o)n(v)p Fg(,)i(A.)g(V.)42=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(15:45)p Fg(,)f(40)g(min,)j(sect.)e(10,)g(ro)r(om)g(F)g(\(12\))0=0A= 1596 y Fe(Merzba)n(ch)p Fg(,)h(Ely)52 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)24 b Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(10:00)p Fg(,)f(40)h(min,)h(sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(185)e=0A= (\(8\))0 1719 y Fe(Mierzejevsky)p Fg(,)i(D.)h(A.)52 b=0A= Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)23 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:35)p=0A= Fg(,)f(20)h(min,)h(sect.)f(9,)h(ro)r(om)e(E)h(\(12\))0=0A= 1842 y Fe(Mikhadiuk)p Fg(,)g(A.)h(V.)39 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)d Fg(Monda)n(y)-7=0A= b(,)27 b Ff(18:00)p Fg(,)f(20)g(min,)i(sect.)g(6,)f(ro)r(om)g(A,)h(p.)g=0A= (117)e(\(3\))0 1965 y Fe(Minlos)p Fg(,)h(R.)43 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)h Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(15:00)p=0A= Fg(,)e(40)i(min,)h(sect.)g(9,)f(ro)r(om)g(E,)g(p.)h(169)e(\(6\))0=0A= 2089 y Fe(Mir)n(oshnichenk)n(o)p Fg(,)i(Anna)35 b Fc(:)13=0A= b(:)h(:)g(:)g(:)g(:)g(:)7 b Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(12:10)p Fg(,)f(20)h(min,)h(sect.)f(8,)g(ro)r(om)g(C,)h(p.)g(139)e=0A= (\(7\))0 2212 y Fe(Mishk)n(o)n(y)p Fg(,)i(G.)51 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)24 b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:40)p Fg(,)f(20)g(min,)i=0A= (sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(57)f(\(7\))0 2335 y=0A= Fe(Mishura)p Fg(,)h(Y)-7 b(u.)37 b(S.)47 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)g(:)k Fg(W)-7 b(ednesda)n(y)g(,)28=0A= b Ff(10:45)p Fg(,)d(20)i(min,)h(sect.)g(13,)e(ro)r(om)h(G,)h(p.)g(230)e=0A= (\(8\))0 2458 y Fe(Mishura)p Fg(,)i(Y)-7 b(uliy)n(a)27=0A= b(S.)51 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)23=0A= b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(15:45)p Fg(,)g(40)g(min,)i(sect.)g=0A= (10,)f(ro)r(om)f(F,)i(p.)g(186)e(\(10\))0 2581 y Fe(Mladeno)n(vi)454=0A= 2574 y(\023)452 2581 y(c)p Fg(,)h(P)n(a)n(vle)41 b Fc(:)14=0A= b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= Fg(F)-7 b(rida)n(y)g(,)27 b Ff(15:00)p Fg(,)f(40)h(min,)h(sect.)f(3,)g=0A= (ro)r(om)g(C,)h(p.)g(74)e(\(11\))0 2704 y Fe(Mokl)-6=0A= b(y)g(a)n(chuk)p Fg(,)28 b(M.)f(P)-7 b(.)46 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)19=0A= b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(13:55)p Fg(,)f(20)g(min,)i(sect.)g=0A= (8,)f(ro)r(om)g(C,)h(p.)g(143)0 2828 y Fe(Mold)n(a)-7=0A= b(vska)h(y)g(a)p Fg(,)27 b(E.)g(M.)47 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)19 b Fg(Th)n(ursda)n(y)-7 b(,)26 b=0A= Ff(15:45)p Fg(,)g(20)h(min,)h(sect.)f(8,)g(ro)r(om)g(C,)h(p.)g(140)e=0A= (\(9\))0 2951 y Fe(Mordecki)p Fg(,)i(Ernesto)42 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)k Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(15:00)p Fg(,)g(40)g(min,)i(sect.)g(10,)f(ro)r(om)f(F,)i(p.)=0A= g(188)e(\(10\))0 3074 y Fe(Mor)n(ozo)n(v)-7 b(a)p Fg(,)27=0A= b(L.)g(A.)39 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)f(:)h(:)d Fg(Monda)n(y)-7 b(,)27 b Ff(16:40)p=0A= Fg(,)e(20)i(min,)h(sect.)g(9,)f(ro)r(om)g(E,)g(p.)h(170)e(\(3\))0=0A= 3197 y Fe(Na)n(gaev)p Fg(,)i(A.)g(V.)48 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)20=0A= b Fg(Monda)n(y)-7 b(,)26 b Ff(15:45)p Fg(,)g(20)h(min,)h(sect.)f(4,)h=0A= (ro)r(om)e(D,)i(p.)g(95)f(\(2\))0 3320 y Fe(Nak)n(onechni)486=0A= 3313 y(\025)496 3320 y(\020)p Fg(,)g(A.)h(N.)46 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)k Fg(Monda)n(y)-7 b(,)26 b Ff(17:00)p Fg(,)g(20)h(min,)h=0A= (sect.)g(2,)f(ro)r(om)f(B)i(\(2\))0 3444 y Fe(Nak)n(onechny)p=0A= Fg(,)f(O.)g(G.)52 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)23 b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(16:40)p=0A= Fg(,)f(20)h(min,)h(sect.)f(4,)h(ro)r(om)e(D,)i(p.)g(96)f(\(5\))0=0A= 3567 y Fe(Nasir)n(o)n(v)-7 b(a)p Fg(,)27 b(T.)h(I.)47=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)20 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:35)p=0A= Fg(,)f(20)h(min,)h(sect.)f(3,)g(ro)r(om)g(C,)h(p.)g(75)e(\(12\))0=0A= 3690 y Fe(Ngongo)p Fg(,)h(I.)h(S.)51 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)23 b Fg(Monda)n(y)-7 b(,)27 b Ff(17:10)p Fg(,)e(20)i(min,)h=0A= (sect.)g(12,)f(ro)r(om)f(C)i(\(4\))0 3813 y Fe(Nik)n(olaev)-7=0A= b(a)p Fg(,)26 b(Oksana)g(A.)47 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)19 b Fg(Monda)n(y)-7 b(,)26 b Ff(16:15)p=0A= Fg(,)g(20)h(min,)h(sect.)f(4,)h(ro)r(om)e(D,)i(p.)g(97)f(\(2\))0=0A= 3936 y Fe(Nualar)-6 b(t)p Fg(,)27 b(D.)41 b Fc(:)14 b(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)e Fg(W)-7=0A= b(ednesda)n(y)g(,)28 b Ff(10:45)p Fg(,)d(20)i(min,)h(sect.)g(13,)e(ro)r=0A= (om)h(G,)h(p.)g(230)e(\(8\))0 4059 y Fe(Nualar)-6 b(t)p=0A= Fg(,)27 b(D.)46 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)j Fg(T)-7 b(uesda)n(y)g(,)26=0A= b Ff(15:00)p Fg(,)g(40)h(min,)h(sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(176)e=0A= (\(6\))0 4183 y Fe(Obukho)n(vski)481 4176 y(\025)491=0A= 4183 y(\020)p Fg(,)h(A.)h(V.)43 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g Fg(Monda)n(y)-7 b(,)27 b Ff(16:15)p=0A= Fg(,)e(20)i(min,)h(sect.)g(9,)f(ro)r(om)g(E,)g(p.)h(171)e(\(3\))0=0A= 4306 y Fe(Olenk)n(o)p Fg(,)h(A.)h(Y)-7 b(a.)49 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)21=0A= b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(10:45)p Fg(,)f(20)h(min,)h(sect.)f=0A= (8,)g(ro)r(om)g(C,)h(p.)g(141)e(\(7\))0 4429 y Fe(Olenk)n(o)p=0A= Fg(,)h(A.)h(Y)-7 b(a.)42 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(12:35)p Fg(,)f(20)g(min,)i(sect.)g(8,)f(ro)r(om)g(C,)h(p.)g(136)0=0A= 4552 y Fe(Olenk)n(o)p Fg(,)f(A.)h(Y)-7 b(a.)42 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(13:00)p Fg(,)f(20)g(min,)i=0A= (sect.)g(8,)f(ro)r(om)g(C,)h(p.)g(133)0 4675 y Fe(Orsingher)p=0A= Fg(,)g(E.)40 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= h(:)g(:)g(:)g(:)g(:)g(:)g(:)e Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(13:00)p Fg(,)f(20)g(min,)i(sect.)g(8,)f(ro)r(om)g(C,)h(p.)g(133)0=0A= 4799 y Fe(P)-7 b(arkhomenk)n(o)p Fg(,)26 b(Victoria)h(N.)47=0A= b Fc(:)14 b(:)g(:)g(:)g(:)f(:)19 b Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(17:00)p Fg(,)f(20)g(min,)i(sect.)g(10,)f(ro)r(om)f(F,)i(p.)g(189)e=0A= (\(12\))0 4922 y Fe(P)-7 b(ashk)n(o)p Fg(,)27 b(A.)h(A.)51=0A= b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)23=0A= b Fg(W)-7 b(ednesda)n(y)g(,)28 b Ff(11:15)p Fg(,)d(20)i(min,)h(sect.)g=0A= (13,)e(ro)r(om)h(G,)h(p.)g(231)e(\(8\))0 5045 y Fe(P)-7=0A= b(astukho)n(v)g(a)p Fg(,)26 b(Y)-7 b(u.)51 b Fc(:)14=0A= b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)22=0A= b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(16:15)p Fg(,)f(20)h(min,)h(sect.)f=0A= (4,)h(ro)r(om)e(D,)i(p.)g(98)f(\(5\))0 5168 y Fe(P)-7=0A= b(asurek)p Fg(,)27 b(T)-7 b(etjana)39 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)e=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:40)p Fg(,)e(20)i(min,)h(sect.)g=0A= (9,)f(ro)r(om)g(E)g(\(7\))0 5291 y Fe(P)-7 b(a)n(ula)n(uskas)p=0A= Fg(,)26 b(Vygan)n(tas)43 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)i=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(10:00)p Fg(,)f(40)h(min,)h(sect.)f=0A= (1,)h(ro)r(om)e(A,)i(p.)g(22)f(\(7\))p eop=0A= %%Page: 19 6=0A= 19 5 bop 1305 42 a Fb(A)n(UTHOR)30 b(INDEX)1234 b(19)0=0A= 241 y Fe(Pellegrinotti)p Fg(,)27 b(A.)48 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)20=0A= b Fg(Monda)n(y)-7 b(,)27 b Ff(15:00)p Fg(,)e(40)i(min,)h(sect.)g(9,)f=0A= (ro)r(om)g(E)g(\(3\))0 364 y Fe(Perekhodtsev)-7 b(a)p=0A= Fg(,)27 b(E.)g(V.)45 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)=0A= i Fg(F)-7 b(rida)n(y)g(,)27 b Ff(16:40)p Fg(,)f(20)h(min,)h(sect.)f(4,)=0A= h(ro)r(om)e(D,)i(p.)g(100)e(\(12\))0 487 y Fe(Petr)n(o)n(vska)-6=0A= b(y)g(a)p Fg(,)28 b(N.)45 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)i Fg(Monda)n(y)-7=0A= b(,)27 b Ff(19:15)p Fg(,)e(15)i(min,)h(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g=0A= (123)0 610 y Fe(Plucinska)p Fg(,)f(Agnieszk)-5 b(a)46=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)20 b Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(15:00)p Fg(,)g(40)g(min,)i(sect.)g(13,)f(ro)r(om)f(G,)i(p.)=0A= g(232)e(\(10\))0 734 y Fe(Pog)171 727 y(\023)168 734=0A= y(any)p Fg(,)h(T.)h(K.)44 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)j Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(10:45)p Fg(,)f(20)h(min,)h(sect.)f(8,)g(ro)r(om)g(C,)h(p.)g(141)e=0A= (\(7\))0 857 y Fe(Polshk)n(o)n(v)p Fg(,)g(Y)-7 b(u.)38=0A= b(N.)48 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)20 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:30)p Fg(,)f(20)g(min,)i=0A= (sect.)g(10,)f(ro)r(om)f(F,)i(p.)g(190)e(\(12\))0 980=0A= y Fe(Ponomarenk)n(o)p Fg(,)h(A.)h(I.)46 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)19 b Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(16:50)p Fg(,)f(20)g(min,)i(sect.)g(13,)f(ro)r(om)f(G,)i(p.)g(233)e=0A= (\(13\))0 1103 y Fe(Ponomarenk)n(o)p Fg(,)h(A.)h(I.)44=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)j=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(16:60)p Fg(,)f(15)g(min,)i(sect.)g(7,)f(ro)=0A= r(om)g(F,)h(p.)g(121)e(\(3\))0 1226 y Fe(Post)-6 b(an)p=0A= Fg(,)27 b(M.)h(Y)-7 b(a.)53 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)25 b Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(12:35)p Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(58)f=0A= (\(7\))0 1349 y Fe(Pra)-6 b(tsio)n(vytyi)p Fg(,)28 b(M.)g(V.)39=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)d=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(17:45)p Fg(,)f(15)g(min,)i(sect.)g(7,)f(ro)=0A= r(om)g(F,)h(p.)g(124)e(\(3\))0 1473 y Fe(Pra)-6 b(tsio)n(vytyi)p=0A= Fg(,)28 b(M.)g(V.)51 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= f(:)h(:)g(:)g(:)g(:)23 b Fg(Monda)n(y)-7 b(,)27 b Ff(18:30)p=0A= Fg(,)e(15)i(min,)h(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g(122)0=0A= 1596 y Fe(Pra)-6 b(tsio)n(vytyi)p Fg(,)28 b(M.)50 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)23=0A= b Fg(F)-7 b(rida)n(y)g(,)26 b Ff(15:45)p Fg(,)g(20)h(min,)h(sect.)f(1,)=0A= h(ro)r(om)e(A,)i(p.)g(8)f(\(11\))0 1719 y Fe(Pra)-6 b(tsio)n(vytyi)p=0A= Fg(,)28 b(M.)39 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)d Fg(Monda)n(y)-7 b(,)27 b Ff(17:35)p=0A= Fg(,)e(20)i(min,)h(sect.)g(9,)f(ro)r(om)g(E,)g(p.)h(163)e(\(3\))0=0A= 1842 y Fe(Pulemeto)n(v)p Fg(,)h(A.)h(D.)39 b Fc(:)13=0A= b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)c Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(12:35)p Fg(,)e(20)i(min,)h=0A= (sect.)g(9,)f(ro)r(om)g(E)g(\(8\))0 1965 y Fe(Radchenk)n(o)p=0A= Fg(,)h(V.)g(M.)51 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)24 b Fg(Monda)n(y)-7 b(,)27 b Ff(17:10)p Fg(,)e(20)i(min,)h=0A= (sect.)g(13,)e(ro)r(om)h(G,)h(p.)g(234)e(\(4\))0 2089=0A= y Fe(Rakhimo)n(v)p Fg(,)i(G.)g(M.)41 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)f Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(16:40)p Fg(,)g(20)h(min,)h(sect.)f(8,)g(ro)r(om)g(C,)h(p.)g=0A= (142)e(\(9\))0 2212 y Fe(Rakhimo)n(v)p Fg(,)i(G.)g(M.)40=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)g Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:10)p Fg(,)f(20)g(min,)i=0A= (sect.)g(1,)f(ro)r(om)g(A,)h(p.)g(17)e(\(11\))0 2335=0A= y Fe(Ra)119 2328 y(\024)117 2335 y(cka)n(uskas)p Fg(,)i(A.)49=0A= b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)21=0A= b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(10:00)p Fg(,)f(40)h(min,)h(sect.)f=0A= (8,)g(ro)r(om)g(C,)h(p.)g(144)e(\(7\))0 2458 y Fe(Rebenk)n(o)p=0A= Fg(,)j(A.)f(L.)41 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(15:45)p Fg(,)f(20)h(min,)h(sect.)f(9,)g(ro)r(om)g(E,)g(p.)h(172)e=0A= (\(12\))0 2581 y Fe(R)n(odiono)n(v)-7 b(a)p Fg(,)26 b(Irina)42=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)h Fg(Monda)n(y)-7 b(,)27=0A= b Ff(18:00)p Fg(,)e(20)i(min,)h(sect.)g(9,)f(ro)r(om)g(E)g(\(3\))0=0A= 2704 y Fe(R)n(udomino-Dusy)-6 b(a)g(tska)p Fg(,)28 b(Nadiy)n(a)47=0A= b Fc(:)21 b Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(16:40)p Fg(,)g(20)h(min,)h=0A= (sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(191)e(\(6\))0 2828=0A= y Fe(R)-7 b(ychlik)p Fg(,)27 b(Zdzis )-23 b(la)n(w)51=0A= b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)24=0A= b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(16:15)p Fg(,)g(20)h(min,)h(sect.)f=0A= (1,)h(ro)r(om)e(A,)i(p.)g(23)f(\(9\))0 2951 y Fe(R)69=0A= 2944 y(\177)66 2951 y(ockner)p Fg(,)h(M.)47 b Fc(:)14=0A= b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)19=0A= b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(11:00-11:55)p Fg(,)c(55)k(min,)h=0A= (sect.)f(9,)h(Acad.)f(Sci.)h(\(5\))0 3074 y Fe(Sakhno)p=0A= Fg(,)f(L.)g(M.)44 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)h Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(16:20)p Fg(,)g(20)h(min,)h(sect.)f(4,)h(ro)r(om)e(D,)i(p.)g=0A= (81)f(\(9\))0 3197 y Fe(Samoilenk)n(o)p Fg(,)g(I.)g(V.)47=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)k Fg(F)-7 b(rida)n(y)g(,)27 b Ff(16:15)p Fg(,)f(20)g(min,)i(sect.)g=0A= (1,)f(ro)r(om)g(A,)h(p.)g(25)e(\(11\))0 3320 y Fe(Schneeweiss)p=0A= Fg(,)j(Hans)42 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)h Fg(F)-7 b(rida)n(y)g(,)27 b Ff(15:00)p=0A= Fg(,)e(40)i(min,)h(sect.)g(4,)f(ro)r(om)g(D,)h(p.)g(90)e(\(12\))0=0A= 3444 y Fe(Shaikhet)p Fg(,)h(L.)h(E.)38 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)c Fg(W)-7 b(ednesda)n(y)g(,)28=0A= b Ff(12:10)p Fg(,)d(20)i(min,)h(sect.)g(13,)e(ro)r(om)h(G,)h(p.)g(235)e=0A= (\(8\))0 3567 y Fe(Sha)-6 b(t)g(ashvili)p Fg(,)28 b(Alb)r(ert)g(D.)45=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)j Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(17:10)p Fg(,)g(20)g(min,)i(sect.)g(13,)f(ro)r(om)f(G,)i(p.)=0A= g(222)e(\(10\))0 3690 y Fe(Shchestyuk)p Fg(,)h(N.)h(Y)-7=0A= b(u.)45 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)i=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(13:55)p Fg(,)f(20)g(min,)i(sect.)g=0A= (8,)f(ro)r(om)g(C,)h(p.)g(143)0 3813 y Fe(Sherbak)n(o)n(v)-7=0A= b(a)p Fg(,)27 b(O.)g(E.)47 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)g(:)19 b Fg(Th)n(ursda)n(y)-7 b(,)26 b=0A= Ff(16:40)p Fg(,)g(20)h(min,)h(sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(26)f=0A= (\(9\))0 3936 y Fe(Shev)n(chenk)n(o)p Fg(,)h(G.)g(M.)45=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)j Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(16:40)p Fg(,)g(20)g(min,)i(sect.)g(13,)f(ro)r(om)f(G,)i(p.)=0A= g(236)e(\(10\))0 4059 y Fe(Shevl)-6 b(y)g(ak)n(o)n(v)p=0A= Fg(,)28 b(Georgy)e(L.)41 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)f(:)h Fg(F)-7 b(rida)n(y)g(,)26 b Ff(16:40)p Fg(,)g(20)h(min,)h=0A= (sect.)f(2,)h(ro)r(om)e(B,)i(p.)g(37)e(\(11\))0 4183=0A= y Fe(Shkl)-6 b(y)g(ar)p Fg(,)28 b(S.)f(V.)44 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)i Fg(Monda)n(y)-7 b(,)27 b Ff(16:40)p Fg(,)e(20)i(min,)h(sect.)g(4,)=0A= f(ro)r(om)g(D,)h(p.)g(102)e(\(2\))0 4306 y Fe(Shk)n(olnyi)p=0A= Fg(,)h(O.)g(V.)51 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)22 b Fg(Monda)n(y)-7=0A= b(,)27 b Ff(18:50)p Fg(,)e(15)i(min,)h(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g=0A= (126)0 4429 y Fe(Shliaho)n(v)p Fg(,)f(Vladisla)n(v)f(V.)41=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)e Fg(Monda)n(y)-7=0A= b(,)27 b Ff(17:35)p Fg(,)e(20)i(min,)h(sect.)g(12,)e(ro)r(om)h(C,)h(p.)=0A= g(210)e(\(4\))0 4552 y Fe(Shnurk)n(o)n(v)p Fg(,)h(P)-7=0A= b(.)27 b(V.)41 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)g(:)f Fg(F)-7 b(rida)n(y)g(,)26=0A= b Ff(17:35)p Fg(,)g(20)h(min,)h(sect.)f(2,)h(ro)r(om)e(B,)i(p.)g(59)e=0A= (\(11\))0 4675 y Fe(Sibir)-6 b(tsev)p Fg(,)29 b(V.)f(G.)52=0A= b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)24=0A= b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:25)p Fg(,)f(30)h(min,)h(sect.)g=0A= (10,)e(ro)r(om)h(F,)h(p.)g(192)e(\(8\))0 4799 y Fe(Sil)-7=0A= b(vestr)n(o)n(v)g(a)p Fg(,)27 b(E.)g(D.)41 b Fc(:)14=0A= b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)f=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(17:30)p Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)=0A= r(om)g(B,)g(p.)h(60)f(\(2\))0 4922 y Fe(Sil)-7 b(vestr)n(o)n(v)p=0A= Fg(,)27 b(D.)h(S.)50 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= h(:)g(:)g(:)g(:)21 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(11:00)p=0A= Fg(,)f(55)h(min,)h(sect.)f(3,)g(Acad.)h(Sci.,)g(p.)g(76)e(\(11\))0=0A= 5045 y Fe(Sil)-7 b(vestr)n(o)n(v)p Fg(,)27 b(D.)h(S.)46=0A= b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)j=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(12:00)p Fg(,)f(20)h(min,)h(sect.)g=0A= (10,)e(ro)r(om)h(F,)h(p.)g(194)e(\(8\))0 5168 y Fe(Sil)-7=0A= b(vestr)n(o)n(v)p Fg(,)27 b(D.)h(S.)50 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)21 b Fg(Monda)n(y)-7=0A= b(,)27 b Ff(18:05)p Fg(,)f(15)g(min,)i(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g=0A= (125)e(\(3\))0 5291 y Fe(Sil)-7 b(vestr)n(o)n(v)p Fg(,)27=0A= b(D.)h(S.)38 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= d Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(16:35)p Fg(,)g(20)g(min,)i(sect.)g=0A= (10,)f(ro)r(om)f(F,)i(p.)g(177)e(\(10\))p eop=0A= %%Page: 20 7=0A= 20 6 bop 0 42 a Fb(20)1235 b(A)n(UTHOR)30 b(INDEX)0 241=0A= y Fe(Sil)-7 b(vestr)n(o)n(v)p Fg(,)27 b(D.)h(S.)46 b=0A= Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)j=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:25)p Fg(,)f(30)h(min,)h(sect.)g=0A= (10,)e(ro)r(om)h(F,)h(p.)g(192)e(\(8\))0 364 y Fe(Sk)n(or)n(okhod)p=0A= Fg(,)g(A.)i(V.)42 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(10:00-10:55)p=0A= Fg(,)c(55)k(min,)h(sect.)f(4,)h(Acad.)f(Sci.)h(\(5\))0=0A= 487 y Fe(Sokhadze)p Fg(,)f(G.)h(A.)42 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(18:00)p Fg(,)g(20)h(min,)h(sect.)f(13,)g(ro)r(om)g(G,)h(p.)=0A= g(237)0 610 y Fe(Sok)n(olo)n(v)p Fg(,)e(N.)i(V.)41 b=0A= Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)e Fg(Monda)n(y)-7=0A= b(,)27 b Ff(16:35)p Fg(,)f(15)g(min,)j(sect.)e(7,)g(ro)r(om)g(F)h=0A= (\(3\))0 734 y Fe(Sottinen)p Fg(,)g(T.)50 b Fc(:)14 b(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)23=0A= b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(16:15)p Fg(,)g(20)h(min,)h(sect.)f=0A= (8,)g(ro)r(om)g(C,)h(p.)g(137)e(\(9\))0 857 y Fe(Sottinen)p=0A= Fg(,)i(T.)53 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)25 b Fg(Monda)n(y)-7 b(,)27 b=0A= Ff(16:40)p Fg(,)e(20)i(min,)h(sect.)g(13,)e(ro)r(om)h(G,)h(p.)g(238)e=0A= (\(4\))0 980 y Fe(Spreij)p Fg(,)i(P)n(eter)35 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)9 b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(15:25)p Fg(,)f(20)i(min,)h=0A= (sect.)g(4,)f(ro)r(om)g(D,)h(p.)g(103)e(\(9\))0 1103=0A= y Fe(Steineba)n(ch)p Fg(,)i(J.)g(G.)39 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)g(:)d Fg(Th)n(ursda)n(y)-7 b(,)26=0A= b Ff(11:00)p Fg(,)g(55)h(min,)h(sect.)f(6,)g(Acad.)h(Sci.,)g(p.)g(118)e=0A= (\(9\))0 1226 y Fe(Steineba)n(ch)p Fg(,)i(J.)g(G.)36=0A= b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)8 b Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(15:00)p Fg(,)g(40)h(min,)h=0A= (sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(10)f(\(5\))0 1349 y=0A= Fe(Steiner)p Fg(,)h(W)-7 b(olfgang)45 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)k Fg(T)-7 b(uesda)n(y)g(,)27=0A= b Ff(16:50)p Fg(,)e(20)i(min,)h(sect.)g(11,)e(ro)r(om)h(C,)h(p.)g(204)e=0A= (\(6\))0 1473 y Fe(Stoik)n(o)n(v)-7 b(a)p Fg(,)27 b(L.)g(S.)45=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)18 b Fg(F)-7 b(rida)n(y)g(,)26 b Ff(15:35)p=0A= Fg(,)g(30)h(min,)h(sect.)f(2,)h(ro)r(om)e(B,)i(p.)g(61)e(\(11\))0=0A= 1596 y Fe(Suquet)p Fg(,)h(C.)39 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)c Fg(W)-7=0A= b(ednesda)n(y)g(,)27 b Ff(10:00)p Fg(,)f(40)h(min,)h(sect.)f(8,)g(ro)r=0A= (om)g(C,)h(p.)g(144)e(\(7\))0 1719 y Fe(Surk)n(o)n(v)p=0A= Fg(,)h(A.)49 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)20 b Fg(F)-7=0A= b(rida)n(y)g(,)27 b Ff(16:40)p Fg(,)f(20)h(min,)h(sect.)f(3,)g(ro)r(om)=0A= g(C,)h(p.)g(71)e(\(12\))0 1842 y Fe(T)-7 b(and)n(yr)p=0A= Fg(,)27 b(L.)h(V.)52 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)24 b=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(18:30)p Fg(,)e(15)i(min,)h(sect.)g(7,)f(ro)=0A= r(om)g(F,)h(p.)g(122)0 1965 y Fe(Terdik)p Fg(,)g(Gy\177)-42=0A= b(orgy)38 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)e Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(15:45)p=0A= Fg(,)e(20)i(min,)h(sect.)g(4,)f(ro)r(om)g(D,)h(p.)g(104)e(\(5\))0=0A= 2089 y Fe(Tikhono)n(v)-7 b(a)p Fg(,)27 b(V.)h(V.)36 b=0A= Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)8 b Fg(Monda)n(y)-7 b(,)27 b Ff(18:50)p=0A= Fg(,)e(15)i(min,)h(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g(126)0=0A= 2212 y Fe(Tkeshelashvili)p Fg(,)f(A.)h(S.)49 b Fc(:)14=0A= b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)20 b Fg(Th)n(ursda)n(y)-7=0A= b(,)26 b Ff(18:00)p Fg(,)g(20)h(min,)h(sect.)f(13,)g(ro)r(om)g(G,)h(p.)=0A= g(237)0 2335 y Fe(Topchi)r(i)p Fg(,)g(V.A.)45 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)j=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:15)p Fg(,)f(20)g(min,)i(sect.)g=0A= (2,)f(ro)r(om)g(B,)g(p.)h(62)f(\(7\))0 2458 y Fe(Torbin)p=0A= Fg(,)h(G.)36 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)c=0A= Fg(F)-7 b(rida)n(y)g(,)26 b Ff(15:45)p Fg(,)g(20)h(min,)h(sect.)f(1,)h=0A= (ro)r(om)e(A,)i(p.)g(8)f(\(11\))0 2581 y Fe(Torbin)p=0A= Fg(,)h(G.)43 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)h Fg(Monda)n(y)-7=0A= b(,)27 b Ff(17:35)p Fg(,)e(20)i(min,)h(sect.)g(9,)f(ro)r(om)g(E,)g(p.)h=0A= (163)e(\(3\))0 2704 y Fe(Tor)n(onjadze)p Fg(,)i(T.)36=0A= b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)8 b Fg(Monda)n(y)-7 b(,)27 b Ff(17:10)p Fg(,)e(20)i(min,)h=0A= (sect.)g(9,)f(ro)r(om)g(E,)g(p.)h(167)e(\(3\))0 2828=0A= y Fe(Tur)n(chyn)p Fg(,)i(V.)46 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)j=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(17:20)p Fg(,)f(15)g(min,)i(sect.)g(7,)f(ro)=0A= r(om)g(F,)h(p.)g(127)e(\(3\))0 2951 y Fe(Unver)p Fg(,)h(Ihsan)40=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)g(:)e Fg(Monda)n(y)-7 b(,)27 b Ff(17:55)p=0A= Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(50)f(\(2\))0=0A= 3074 y Fe(Usenk)n(o)p Fg(,)g(V.)h(M.)49 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g=0A= (:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)21=0A= b Fg(Monda)n(y)-7 b(,)27 b Ff(17:45)p Fg(,)f(15)g(min,)i(sect.)g(7,)f=0A= (ro)r(om)g(F,)h(p.)g(124)e(\(3\))0 3197 y Fe(V)-10 b(alkeila)p=0A= Fg(,)27 b(E.)35 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)8 b Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(15:00)p Fg(,)f(40)g(min,)i(sect.)g(10,)f(ro)r(om)f(F,)i(p.)g(195)e=0A= (\(12\))0 3320 y Fe(V)-10 b(alkeila)p Fg(,)27 b(Esk)n(o)42=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)k Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(15:25)p Fg(,)f(20)i(min,)h(sect.)=0A= g(4,)f(ro)r(om)g(D,)h(p.)g(103)e(\(9\))0 3444 y Fe(V)-10=0A= b(arbanets)p Fg(,)28 b(P)n(a)n(v)n(el)35 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)=0A= h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)9 b Fg(T)-7 b(uesda)n(y)g(,)27=0A= b Ff(17:45)p Fg(,)e(20)i(min,)h(sect.)g(11,)e(ro)r(om)h(C,)h(p.)g(205)e=0A= (\(6\))0 3567 y Fe(V)-10 b(asyl)k(yk)p Fg(,)27 b(O.)48=0A= b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)20 b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(16:15)p=0A= Fg(,)g(20)h(min,)h(sect.)f(8,)g(ro)r(om)g(C,)h(p.)g(137)e(\(9\))0=0A= 3690 y Fe(V)-10 b(a)k(tutin)p Fg(,)28 b(V.)g(A.)44 b=0A= Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)i Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:15)p Fg(,)f(20)g(min,)i=0A= (sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(62)f(\(7\))0 3813 y=0A= Fe(Vere-Jones)p Fg(,)h(D.)46 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)j Fg(Monda)n(y)-7=0A= b(,)27 b Ff(15:00)p Fg(,)f(30)g(min,)i(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g=0A= (128)e(\(3\))0 3936 y Fe(Veretennik)n(o)n(v)p Fg(,)i(A.)48=0A= b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)20=0A= b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(12:20-13:15)p Fg(,)c(55)k(min,)h=0A= (sect.)f(13,)g(Acad.)h(Sci.)f(\(11\))0 4059 y Fe(Vilchevsky)p=0A= Fg(,)g(Nikita)h(O.)38 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)e Fg(F)-7 b(rida)n(y)g(,)26 b Ff(16:40)p Fg(,)g(20)h(min,)h=0A= (sect.)f(2,)h(ro)r(om)e(B,)i(p.)g(37)e(\(11\))0 4183=0A= y Fe(Vyzhv)-7 b(a)p Fg(,)26 b(Zo)n(y)n(a)g(O.)43 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)i=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:40)p Fg(,)f(20)h(min,)h(sect.)f=0A= (8,)g(ro)r(om)g(C,)h(p.)g(145)e(\(7\))0 4306 y Fe(W)n(olf)p=0A= Fg(,)h(Roland)52 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)25 b Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(15:00)p Fg(,)e(40)i(min,)h(sect.)g(4,)f(ro)r(om)g(D,)h(p.)g(90)e=0A= (\(12\))0 4429 y Fe(W)n(o)n(yczynski)p Fg(,)g(W)-7 b(o)5=0A= b(jb)r(or)27 b(A.)36 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)7=0A= b Fg(T)-7 b(uesda)n(y)g(,)27 b Ff(12:20)p Fg(,)f(55)h(min,)h(sect.)f=0A= (8,)g(Acad.)h(Sci.,)g(p.)g(146)e(\(5\))0 4552 y Fe(Y)-7=0A= b(adrenk)n(o)p Fg(,)27 b(M.)h(I.)48 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)20 b Fg(Monda)n(y)-7=0A= b(,)27 b Ff(15:35)p Fg(,)f(30)g(min,)i(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g=0A= (129)e(\(3\))0 4675 y Fe(Y)-7 b(adrenk)n(o)p Fg(,)27=0A= b(M.)h(I.)48 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= h(:)g(:)g(:)g(:)20 b Fg(Monda)n(y)-7 b(,)27 b Ff(18:05)p=0A= Fg(,)f(15)g(min,)i(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g(125)e(\(3\))0=0A= 4799 y Fe(Y)-7 b(ar)n(o)n(v)g(a)h(y)g(a)p Fg(,)27 b(E.)h(B.)51=0A= b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)24=0A= b Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(11:15)p Fg(,)f(20)g(min,)i(sect.)g=0A= (2,)f(ro)r(om)g(B,)g(p.)h(62)f(\(7\))0 4922 y Fe(Y)-7=0A= b(asinska)p Fg(,)27 b(L.)g(I.)38 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)g(:)9 b Fg(W)-7 b(ednesda)n(y)g(,)28=0A= b Ff(12:35)p Fg(,)d(20)i(min,)h(sect.)g(13,)e(ro)r(om)h(G,)h(p.)g(240)e=0A= (\(8\))0 5045 y Fe(Y)-7 b(asinsky)p Fg(,)27 b(V.)h(K.)51=0A= b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)24=0A= b Fg(W)-7 b(ednesda)n(y)g(,)28 b Ff(12:35)p Fg(,)d(20)i(min,)h(sect.)g=0A= (13,)e(ro)r(om)h(G,)h(p.)g(240)e(\(8\))0 5168 y Fe(Y)-7=0A= b(asinsky)p Fg(,)27 b(V.)h(K.)49 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)f(:)h(:)g(:)22 b Fg(Th)n(ursda)n(y)-7 b(,)26=0A= b Ff(17:00)p Fg(,)g(20)g(min,)i(sect.)g(10,)f(ro)r(om)f(F,)i(p.)g(196)e=0A= (\(10\))0 5291 y Fe(Y)-7 b(asinsky)p Fg(,)27 b(V.)h(K.)44=0A= b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)j Fg(F)-7 b(rida)n(y)g(,)27 b Ff(17:15)p Fg(,)f(20)g(min,)i(sect.)g=0A= (13,)f(ro)r(om)f(G,)i(p.)g(217)e(\(13\))p eop=0A= %%Page: 21 8=0A= 21 7 bop 1305 42 a Fb(A)n(UTHOR)30 b(INDEX)1234 b(21)0=0A= 241 y Fe(Yeleyk)n(o)p Fg(,)27 b(Y)-7 b(a.)37 b(I.)45=0A= b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)j Fg(F)-7 b(rida)n(y)g(,)27 b Ff(16:20)p Fg(,)f(20)g(min,)i(sect.)g=0A= (13,)f(ro)r(om)f(G,)i(p.)g(241)e(\(13\))0 365 y Fe(Yeleyk)n(o)p=0A= Fg(,)h(Y)-7 b(a.)37 b(I.)h Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)f(:)e Fg(T)-7 b(uesda)n(y)g(,)26=0A= b Ff(17:35)p Fg(,)g(20)h(min,)h(sect.)g(10,)e(ro)r(om)h(F,)h(p.)g(179)e=0A= (\(6\))0 490 y Fe(Yura)n(chkivsky)p Fg(,)h(A.)h(P)-7=0A= b(.)42 b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)h=0A= Fg(Monda)n(y)-7 b(,)27 b Ff(15:45)p Fg(,)e(20)i(min,)h(sect.)g(13,)e=0A= (ro)r(om)h(G,)h(p.)g(242)e(\(4\))0 614 y Fe(Yur)n(chenk)n(o)p=0A= Fg(,)h(I.)h(V.)38 b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)9 b Fg(W)-7 b(ednesda)n(y)g(,)28 b Ff(12:35)p Fg(,)d(20)i(min,)h=0A= (sect.)g(13,)e(ro)r(om)h(G,)h(p.)g(240)e(\(8\))0 739=0A= y Fe(Zaia)-6 b(ts)p Fg(,)28 b(V.)g(V.)35 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)=0A= g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)7 b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(16:50)p=0A= Fg(,)g(20)g(min,)i(sect.)g(4,)f(ro)r(om)g(D)h(\(9\))0=0A= 863 y Fe(Zaigraev)p Fg(,)g(A.)51 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)24=0A= b Fg(T)-7 b(uesda)n(y)g(,)26 b Ff(17:10)p Fg(,)g(20)h(min,)h(sect.)f=0A= (1,)h(ro)r(om)e(A,)i(p.)g(27)f(\(5\))0 988 y Fe(Zaitsev)-7=0A= b(a)p Fg(,)27 b(Ludmila)h(L.)48 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)20 b Fg(Monda)n(y)-7 b(,)27 b Ff(17:35)p Fg(,)e(20)i(min,)h=0A= (sect.)g(13,)e(ro)r(om)h(G,)h(p.)g(243)e(\(4\))0 1112=0A= y Fe(Zakusilo)p Fg(,)g(O.)i(K.)39 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)e Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(12:10)p Fg(,)f(20)g(min,)i(sect.)g(2,)f(ro)r(om)g(B,)g(p.)h(41)f=0A= (\(7\))0 1237 y Fe(Zakusilo)p Fg(,)f(O.)i(K.)40 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)f Fg(Monda)n(y)-7 b(,)27 b Ff(16:35)p Fg(,)f(20)g(min,)i(sect.)g(2,)=0A= f(ro)r(om)g(B,)g(p.)h(63)f(\(2\))0 1362 y Fe(Zalesky)p=0A= Fg(,)g(B.)g(A.)39 b Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)c Fg(T)-7 b(uesda)n(y)g(,)26=0A= b Ff(16:15)p Fg(,)g(20)h(min,)h(sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(28)f=0A= (\(5\))0 1486 y Fe(Za)-7 b(v)n(odja)p Fg(,)27 b(M.)h(V.)39=0A= b Fc(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)d=0A= Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(17:00)p Fg(,)g(20)g(min,)i(sect.)g=0A= (10,)f(ro)r(om)f(F,)i(p.)g(196)e(\(10\))0 1611 y Fe(Zelepugina)p=0A= Fg(,)i(I.)g(N.)37 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)9 b Fg(W)-7 b(ednesda)n(y)g(,)28 b Ff(11:40)p Fg(,)d(20)i(min,)h=0A= (sect.)g(13,)e(ro)r(om)h(G,)h(p.)g(244)e(\(8\))0 1735=0A= y Fe(Zhang)p Fg(,)h(W)-7 b(en-Bin)48 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)20 b Fg(T)-7 b(uesda)n(y)g(,)27=0A= b Ff(15:55)p Fg(,)e(20)i(min,)h(sect.)g(11,)e(ro)r(om)h(C,)h(p.)g(206)e=0A= (\(6\))0 1860 y Fe(Zherno)n(vyi)p Fg(,)h(Y)-7 b(u.)38=0A= b(V.)45 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)j=0A= Fg(F)-7 b(rida)n(y)g(,)27 b Ff(16:20)p Fg(,)f(20)g(min,)i(sect.)g(13,)f=0A= (ro)r(om)f(G,)i(p.)g(241)e(\(13\))0 1984 y Fe(Zhulenev)p=0A= Fg(,)h(S.)37 b Fc(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= h(:)g(:)g(:)g(:)g(:)g(:)8 b Fg(W)-7 b(ednesda)n(y)g(,)27=0A= b Ff(12:35)p Fg(,)f(20)h(min,)h(sect.)f(1,)h(ro)r(om)e(A,)i(p.)g(29)f=0A= (\(7\))0 2109 y Fe(Zhyrnyy)p Fg(,)g(George)f(G.)43 b=0A= Fc(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)h=0A= Fg(W)-7 b(ednesda)n(y)g(,)27 b Ff(14:20)p Fg(,)f(20)g(min,)i(sect.)g=0A= (8,)f(ro)r(om)g(C,)h(p.)g(147)0 2233 y Fe(Zinchenk)n(o)p=0A= Fg(,)f(N.)h(M.)41 b Fc(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)f Fg(Monda)n(y)-7 b(,)27 b Ff(18:05)p=0A= Fg(,)f(15)g(min,)i(sect.)g(7,)f(ro)r(om)g(F,)h(p.)g(125)e(\(3\))0=0A= 2358 y Fe(Zinchenk)n(o)p Fg(,)h(Nadiy)n(a)46 b Fc(:)14=0A= b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)19=0A= b Fg(Th)n(ursda)n(y)-7 b(,)26 b Ff(17:10)p Fg(,)g(20)h(min,)h(sect.)f=0A= (1,)h(ro)r(om)e(A,)i(p.)g(30)f(\(9\))0 2482 y Fe(Zolot)-6=0A= b(arev)p Fg(,)27 b(V.)h(M.)43 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)h Fg(F)-7 b(rida)n(y)g(,)27=0A= b Ff(16:40)p Fg(,)f(20)g(min,)i(sect.)g(1,)f(ro)r(om)g(A,)h(p.)g(31)e=0A= (\(11\))0 2607 y Fe(Zolot)-6 b(a)g(y)g(a)p Fg(,)28 b(A.)g(V.)35=0A= b Fc(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)7 b Fg(F)-7 b(rida)n(y)g(,)27 b Ff(15:25)p Fg(,)f(20)g(min,)i(sect.)=0A= g(13,)f(ro)r(om)f(G,)i(p.)g(245)e(\(12\))0 2731 y Fe(Zw)-7=0A= b(anzig)p Fg(,)27 b(Silv)n(elyn)47 b Fc(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)19 b Fg(T)-7 b(uesda)n(y)g(,)27=0A= b Ff(15:00)p Fg(,)f(40)h(min,)h(sect.)f(4,)h(ro)r(om)e(D,)i(p.)g(86)f=0A= (\(5\))p eop=0A= %%Trailer=0A= end=0A= userdict /end-hook known{end-hook}if=0A= %%EOF=0A= ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="amsppt.html" Content-Transfer-Encoding: quoted-printable Content-Disposition: attachment; filename="amsppt.html" %For details on how to use AMS TeX please see:
%M. D. Spivak, A Gourmet Guide to typesetting with AMS TeX macro = package,
%American Mathematical Society, Providence, Rhode Island, 1990

\input amstex
\documentstyle{amsppt}

\pageheight{25truecm}
\pagewidt{17truecm}

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%Put your local definitions here, for example
%\define\MyNewCommand#1{This is my new command #1}
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

\topmatter

\title
This is the title of your talk or paper
\endtitle

\author
A. U. Thor
\endauthor

\address
This is your address.
For every co-author should be given separately.
\endaddress

\curraddr
This is your current address.
It is not necessary if the current address councides with the = address.
\endcurraddr

\email
Here you put the e-mail address
For every co-author should be given separately.
\endemail

\date
Here you put the date when you sent this file.
\enddate

%AMS Math Subject Classifications
\subjclass
Primary ?????, ?????;
Secondary ?????, ?????
\endsubjclass

\abstract
Here you put the abstract of your paper.
\endabstract

\thanks
Here you put the thanks to sponsors if any.
\endthanks

\endtopmatter

\document

%%%%%%%%%%%%%%%%%%%%%%%%
%Here your text starts.
%Below are some examples on how to type mathematics.
%Please run AMS TeX to see how does it look like.
%%%%%%%%%%%%%%%%%%%%%%%%

\head
First level head
\endhead

\subhead
Second level head
\endsubhead

\subsubhead
Third level head
\endsubsubhead

\proclaim {Theorem 1}
If $a=3Db$ then $b=3Da$.
\endproclaim

\remark {Remark 1}
Theorem 1 is valid for $a=3D0$ and $b=3D0$.
\endremark

\demo {Proof of Theorem 1}
The proof is obvious.
\qed\enddemo

\definition {Definition 1}
A number $n$ is called positive if $n>0$.
\enddefinition

\example {Example 1}
Any natural number is positive.
\endexample

\head Displayed formula \endhead

$$
\sin^2x+\cos^2x=3D1.
$$

\head Gather \endhead

$$
\gather
\sin^2x+\cos^2x=3D1,
\\
1+2+\dots+n=3D\frac {n(n+1)}2.
\endgather
$$

\head Align \endhead

$$
\align
\sin^2x+\cos^2x&=3D1
\\
&=3D2-1.
\endalign
$$

\Refs

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%Here your list of references starts.
%Below are two examples of how to type references.
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%

\ref
\no 1
\by A. U. Thor
\yr 2002
\book The title of the book
\publ The name of the publishers
\publaddr The address of the publishers
\endref

\ref
\no 2
\by A. U. Thor
\yr 2002
\paper The title of the paper
\jour The name of the journal
\vol 1
\issue 2
\pages 3--4
\endref

\endRefs

\enddocument ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="arrival.html" Content-Transfer-Encoding: 7bit Content-Disposition: attachment; filename="arrival.html" Arrival.

We expect you to arrive to Kiev on Sunday, June 2, 2002. The registration of participants starts at 10:00 in the Institute of Mathematics, see Travel. If you arrive in another day, please first visit Institute of Mathematics to register and get the latest information on the conference. ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="committee.html" Content-Transfer-Encoding: quoted-printable Content-Disposition: attachment; filename="committee.html"

Organizing committee

V. V. Skopenko = (head)

V. S. Korolyuk and Yu. V. Prokhorov (co-heads)

A. D. = Borisenko _____ V. V. = Buldygin _____ S. S. Demidov
D. B. Gnedenko I. A. Ibragimov V. I. Khokhlov
O. I. Klesov Yu. G. = Kondratiev Yu. V. = Kozachenko
Yu. S. = Mishura M. O. Perestyuk N. I. Portenko
Yu. A. Rozanov A. M. Samoilenko V. V. Sazonov
B. A. Sevastyanov A. N. Shiryaev Ya. G. Sinai
M. I. Shkil' A. V. Skorokhod M. I. Yadrenko
O. K. Zakusylo M. Z. Zgurovskii V. M. Zolotarev
------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="contacts.html" Content-Transfer-Encoding: quoted-printable Content-Disposition: attachment; filename="contacts.html" Contacts

Please send your questions and requests to oleg@tbimc.freenet.kiev.ua or fax to +38-044-513-84-07. ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="deadlines.html" Content-Transfer-Encoding: quoted-printable Content-Disposition: attachment; filename="deadlines.html"

Deadlines.

=20
March 31, 2002: For requests for a letter of invitation
March 31, 2002: For sending abstracts
April 30, 2002: For requests= for a hotel reservation
May 10, 2002: For the final announcement of the conference
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def/$n _ def/$o 0 = def/$fil 0 def/$C 0 def/$M 0 def/$Y 0 def/$K 0 def/$T 1 def/$N _ def/$O 0 def/$PF = false def/s1c 0 def/s1m 0 def/s1y 0 def/s1k 0 def/s1t 0 def/s1n _ def/$bkg = false def /SK 0 def/SM 0 def/SY 0 def/SC 0 def/$op false def matrix = currentmatrix/$ctm xd /$ptm matrix def/$ttm matrix def/$stm matrix def/$ffpnt true def /CorelDrawReencodeVect[16#0/grave 16#5/breve 16#6/dotaccent 16#8/ring 16#A/hungarumlaut 16#B/ogonek 16#C/caron 16#D/dotlessi 16#27/quotesingle 16#60/grave 16#7C/bar 16#82/quotesinglbase/florin/quotedblbase/ellipsis/dagger/daggerdbl 16#88/circumflex/perthousand/Scaron/guilsinglleft/OE 16#91/quoteleft/quoteright/quotedblleft/quotedblright/bullet/endash/emdas= h 16#98/tilde/trademark/scaron/guilsinglright/oe 16#9F/Ydieresis 16#A1/exclamdown/cent/sterling/currency/yen/brokenbar/section 16#a8/dieresis/copyright/ordfeminine/guillemotleft/logicalnot/minus/regis= tered/macron 16#b0/degree/plusminus/twosuperior/threesuperior/acute/mu/paragraph/perio= dcentered 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= xd}bd/i{ dup 0 ne{setflat}{pop}ifelse}bd/v{4 -2 roll 2 copy 6 -2 roll c}bd/V/v = ld/y{2 copy c}bd/Y/y ld/@w{matrix rotate/$ptm xd matrix scale $ptm dup = concatmatrix /$ptm xd 1 eq{$ptm exch dup concatmatrix/$ptm xd}if 1 w}bd/@g{1 eq = dup/$sdf xd {/$scp xd/$sca xd/$scf xd}if}bd/@G{1 eq dup/$SDF xd{/$SCP xd/$SCA = xd/$SCF xd} if}bd/@D{2 index 0 eq{$dsf 3 1 roll 4 -1 roll pop}if 3 copy exch $Scra = add exch load SetScr/$dsp xd/$dsa xd/$dsf xd}bd/$ngx{$SDF{$SCF SepMode_5 0 = eq{$SCA} {$dsa}ifelse $SCP @ss}if}bd/@MN{2 copy le{pop}{exch pop}ifelse}bd/@MX{2 = copy ge {pop}{exch pop}ifelse}bd/InRange{3 -1 roll @MN @MX}bd/@sqr{dup 0 rl dup = 0 exch rl neg 0 rl @cp}bd/currentscale{1 0 dtransform matrix defaultmatrix = idtransform dup mul exch dup mul add sqrt 0 1 dtransform matrix defaultmatrix = idtransform dup mul exch dup mul add sqrt}bd/@unscale{}bd/wDstChck{2 1 roll dup 3 -1 = roll eq{1 add}if}bd/@dot{dup mul exch dup mul add 1 exch sub}bd/@lin{exch pop = abs 1 exch 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/setoverprint where{pop}{/setoverprint{/$op = xd}bd}ifelse/currentoverprint where {pop}{/currentoverprint{$op}bd}ifelse/@tc_5{5 -1 roll dup 1 = ge{pop}{4{dup 6 -1 roll mul exch}repeat pop}ifelse}bd/@trp{exch pop 5 1 roll @tc_5}bd /setprocesscolor_5{SepMode_5 0 eq{SetCmyk_5}{0 4 $ink_5 sub index exch = pop 5 1 roll pop pop pop pop SepsColor true eq{$ink_5 3 gt{1 sub neg SetGry}{0 0 = 0 4 $ink_5 roll SetCmyk_5}ifelse}{1 sub neg SetGry}ifelse}ifelse}bd /findcmykcustomcolor where{pop}{/findcmykcustomcolor{5 array = astore}bd}ifelse /Corelsetcustomcolor_exists false def/setcustomcolor where{pop /Corelsetcustomcolor_exists true def}if CorelIsSeps true eq = CorelIsInRIPSeps false eq and{/Corelsetcustomcolor_exists false def}if Corelsetcustomcolor_exists false eq{/setcustomcolor{exch aload pop = SepMode_5 0 eq{pop @tc_5 setprocesscolor_5}{CurrentInkName_5 eq{4 index}{0}ifelse 6 = 1 roll 5 rp 1 sub neg SetGry}ifelse}bd}if/@scc_5{dup type/booleantype eq{dup currentoverprint ne{setoverprint}{pop}ifelse}{1 eq setoverprint}ifelse = dup _ eq {pop setprocesscolor_5 pop}{findcmykcustomcolor exch = setcustomcolor}ifelse SepMode_5 0 eq{true}{GetGry 1 eq currentoverprint and = not}ifelse}bd/colorimage where{pop/ColorImage{colorimage}def}{/ColorImage{/ncolors xd/$multi xd = $multi true eq{ncolors 3 eq{/daqB xd/daqG xd/daqR xd pop pop exch pop abs{daqR = pop daqG pop daqB pop}repeat}{/daqK xd/daqY xd/daqM xd/daqC xd pop pop exch = pop abs {daqC pop daqM pop daqY pop daqK pop}repeat}ifelse}{/dataaq xd{dataaq = ncolors dup 3 eq{/$dat xd 0 1 $dat length 3 div 1 sub{dup 3 mul $dat 1 index get = 255 div $dat 2 index 1 add get 255 div $dat 3 index 2 add get 255 div rgb2g = 255 mul cvi exch pop $dat 3 1 roll put}for $dat 0 $dat length 3 idiv getinterval = pop}{ 4 eq{/$dat xd 0 1 $dat length 4 div 1 sub{dup 4 mul $dat 1 index get 255 = div $dat 2 index 1 add get 255 div $dat 3 index 2 add get 255 div $dat 4 = index 3 add get 255 div cmyk2rgb rgb2g 255 mul cvi exch pop $dat 3 1 roll = put}for $dat 0 $dat length ncolors idiv getinterval}if}ifelse}image}ifelse}bd}ifelse /setcmykcolor{1 5 1 roll _ currentoverprint @scc_5/$ffpnt xd}bd /currentcmykcolor{GetCmyk}bd/setrgbcolor{rgb2cmyk setcmykcolor}bd /currentrgbcolor{currentcmykcolor cmyk2rgb}bd/sethsbcolor{hsb2rgb = setrgbcolor} bd/currenthsbcolor{currentrgbcolor rgb2hsb}bd/setgray{dup dup = setrgbcolor}bd /currentgray{currentrgbcolor rgb2g}bd/InsideDCS false def/IMAGE/image = ld/image {InsideDCS{IMAGE}{/EPSDict where{pop SepMode_5 0 eq{IMAGE}{dup = type/dicttype eq {dup/ImageType get 1 ne{IMAGE}{dup dup/BitsPerComponent get 8 eq exch /BitsPerComponent get 1 eq or currentcolorspace 0 get/DeviceGray eq and{ CurrentInkName_5(Black)eq{IMAGE}{dup/DataSource get/TCC xd/Height get = abs{TCC pop}repeat}ifelse}{IMAGE}ifelse}ifelse}{2 index 1 = ne{CurrentInkName_5(Black)eq {IMAGE}{/TCC xd pop pop exch pop abs{TCC = pop}repeat}ifelse}{IMAGE}ifelse} ifelse}ifelse}{IMAGE}ifelse}ifelse}bd}ifelse/WaldoColor_5 true def/$fm 0 = def /wfill{1 $fm eq{fill}{eofill}ifelse}bd/@Pf{@sv SepMode_5 0 eq $Psc 0 ne = or $ink_5 3 eq or{0 J 0 j[]0 d $t $c $m $y $k $n $o @scc_5 pop $ctm = setmatrix 72 1000 div dup matrix scale dup concat dup Bburx exch Bbury exch = itransform ceiling cvi/Bbury xd ceiling cvi/Bburx xd Bbllx exch Bblly exch = itransform floor cvi/Bblly xd floor cvi/Bbllx xd $Prm aload pop $Psn load exec}{1 = SetGry wfill}ifelse @rs @np}bd/F{matrix currentmatrix $sdf{$scf $sca $scp = @ss}if $fil 1 eq{CorelPtrnDoFill}{$fil 2 eq{@ff}{$fil 3 eq{@Pf}{$fil 4 eq {CorelShfillDoFill}{$t $c $m $y $k $n $o = @scc_5{wfill}{@np}ifelse}ifelse} ifelse}ifelse}ifelse $sdf{$dsf $dsa $dsp @ss}if setmatrix}bd/f{@cp = F}bd/S{ matrix currentmatrix $ctm setmatrix $SDF{$SCF $SCA $SCP @ss}if $T $C $M = $Y $K $N $O @scc_5{matrix currentmatrix $ptm concat stroke = setmatrix}{@np}ifelse $SDF {$dsf $dsa $dsp @ss}if setmatrix}bd/s{@cp S}bd/B{@gs F @gr S}bd/b{@cp = B}bd/_E{ 5 array astore exch cvlit xd}bd/@cc{currentfile $dat readhexstring = pop}bd/@sm{ /$ctm $ctm currentmatrix def}bd/@E{/Bbury xd/Bburx xd/Bblly xd/Bbllx = xd}bd/@c{ @cp}bd/@P{/$fil 3 def/$Psn xd/$Psc xd array astore/$Prm = xd}bd/tcc{@cc}def/@B{ @gs S @gr F}bd/@b{@cp @B}bd/@sep{CurrentInkName_5(Composite)eq{/$ink_5 = -1 def} {CurrentInkName_5(Cyan)eq{/$ink_5 0 = def}{CurrentInkName_5(Magenta)eq{/$ink_5 1 def}{CurrentInkName_5(Yellow)eq{/$ink_5 2 def}{CurrentInkName_5(Black)eq {/$ink_5 3 def}{/$ink_5 4 = def}ifelse}ifelse}ifelse}ifelse}ifelse}bd/@whi{@gs -72000 dup m -72000 72000 l 72000 dup l 72000 -72000 l @cp 1 SetGry fill = @gr} bd/@neg{[{1 exch sub}/exec cvx currenttransfer/exec cvx]cvx settransfer = @whi} bd/deflevel 0 def/@sax{/deflevel deflevel 1 add def}bd/@eax{/deflevel = deflevel dup 0 gt{1 sub}if def deflevel 0 gt{/eax = load}{eax}ifelse}bd/eax{{exec}forall} bd/@rax{deflevel 0 eq{@rs @sv}if}bd systemdict/pdfmark known = not{/pdfmark /cleartomark ld}if/wclip{1 $fm eq{clip}{eoclip}ifelse}bd /z{exch findfont exch scalefont setfont}bd/ZB{9 dict dup begin 4 1 roll /FontType 3 def/FontMatrix xd/FontBBox xd/Encoding 256 array def 0 1 = 255{ Encoding exch/.notdef put}for/CharStrings 256 dict def = CharStrings/.notdef{} put/Metrics 256 dict def Metrics/.notdef 3 -1 roll put/BuildChar{exch = dup /$char exch/Encoding get 3 index get def dup/Metrics get $char get aload = pop setcachedevice begin Encoding exch get CharStrings exch get end exec}def = end definefont pop}bd/ZBAddChar{findfont begin dup 4 1 roll dup 6 1 roll = Encoding 3 1 roll put CharStrings 3 1 roll put Metrics 3 1 roll put = end}bd/Z{findfont dup maxlength 2 add dict exch dup{1 index/FID ne{3 index 3 1 roll put}{pop = pop} ifelse}forall pop dup dup/Encoding get 256 array copy dup/$fe = xd/Encoding exch put dup/Fontname 3 index put 3 -1 roll dup length 0 ne{0 exch{dup type 0 = type eq{exch pop}{$fe exch 2 index exch put 1 add}ifelse}forall pop}if dup = 256 dict dup/$met xd/Metrics exch put dup/FontMatrix get 0 get 1000 mul 1 exch = div 3 index 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m}forall}{pop}ifelse $SDF{$dsf $dsa $dsp @ss}if = setmatrix}bd /@te{@ft}bd/@tr{@st}bd/@ta{dup @gs @ft @gr @st}bd/@t@a{dup @gs @st @gr = @ft}bd /@tm{@sm = concat}bd/e{/t{@te}def}bd/r{/t{@tr}def}bd/o{/t{pop}def}bd/a{/t{@ta} def}bd/@a{/t{@t@a}def}bd/t{@te}def/T{@np $ctm setmatrix/$ttm matrix = def}bd/ddt {t}def/@t{/$stm $stm currentmatrix def 3 1 roll m $ttm concat ddt $stm setmatrix}bd/@n{/$ttm exch matrix rotate = def}bd/@s{}bd/@l{}bd/_lineorientation 0 def/_bitfont null def/_bitlobyte 0 def/_bitkey null def/_bithibyte 0 = def /@ii{concat 3 index 3 index m 3 index 1 index l 2 copy l 1 index 3 index = l 3 index 3 index l clip pop pop pop pop}bd/@i{@sm @gs @ii 6 index 1 = ne{/$frg true def pop pop}{1 eq{s1t s1c s1m s1y s1k s1n $O @scc_5/$frg xd}{/$frg false = def} ifelse 1 eq{@gs $ctm setmatrix F @gr}if}ifelse @np/$ury xd/$urx xd/$lly = xd /$llx xd/$bts xd/$hei xd/$wid xd/$dat $wid $bts mul 8 div ceiling cvi = string def $bkg $frg or{$SDF{$SCF $SCA $SCP @ss}if $llx $lly Tl $urx $llx sub = $ury $lly sub scale $bkg{$t $c $m $y $k $n $o @scc_5 pop}if $wid $hei abs = $bts 1 eq {$bkg}{$bts}ifelse[$wid 0 0 $hei neg 0 $hei 0 gt{$hei}{0}ifelse]/tcc = load $bts 1 eq{imagemask}{image}ifelse $SDF{$dsf $dsa $dsp @ss}if}{$hei abs{tcc = pop} repeat}ifelse @gr $ctm setmatrix}bd/@I{@sm @gs @ii @np/$ury xd/$urx = xd/$lly xd /$llx xd/$ncl xd/$bts xd/$hei xd/$wid xd $ngx $llx $lly Tl $urx $llx sub = $ury $lly sub scale $wid $hei abs $bts[$wid 0 0 $hei neg 0 $hei 0 = gt{$hei}{0}ifelse ]$msimage false eq $ncl 1 eq or{/$dat $wid $bts mul $ncl mul 8 div = ceiling cvi string def/@cc load false $ncl ColorImage}{$wid $bts mul 8 div ceiling = cvi $ncl 3 eq{dup dup/$dat1 exch string def/$dat2 exch string def/$dat3 exch = string def /@cc1 load/@cc2 load/@cc3 load}{dup dup dup/$dat1 exch string def/$dat2 = exch string def/$dat3 exch string def/$dat4 exch string def/@cc1 load/@cc2 = load /@cc3 load/@cc4 load}ifelse true $ncl ColorImage}ifelse $SDF{$dsf $dsa = $dsp @ss}if @gr $ctm setmatrix}bd/@cc1{currentfile $dat1 readhexstring = pop}bd/@cc2{ currentfile $dat2 readhexstring pop}bd/@cc3{currentfile $dat3 = readhexstring pop }bd/@cc4{currentfile $dat4 readhexstring pop}bd/$msimage false def/COMP = 0 def /MaskedImage false def L2?{/@I_2{@sm @gs @ii @np/$ury xd/$urx xd/$lly = xd/$llx xd/$ncl xd/$bts xd/$hei xd/$wid xd/$dat $wid $bts mul $ncl mul 8 div = ceiling cvi string def $ngx $ncl 1 eq{/DeviceGray}{$ncl 3 = eq{/DeviceRGB}{/DeviceCMYK} ifelse}ifelse setcolorspace $llx $lly Tl $urx $llx sub $ury $lly sub = scale 8 dict begin/ImageType 1 def/Width $wid def/Height $hei abs = def/BitsPerComponent $bts def/Decode $ncl 1 eq{[0 1]}{$ncl 3 eq{[0 1 0 1 0 1]}{[0 1 0 1 0 1 0 = 1]} ifelse}ifelse def/ImageMatrix[$wid 0 0 $hei neg 0 $hei 0 = gt{$hei}{0}ifelse]def /DataSource currentfile/ASCII85Decode filter COMP 1 eq{/DCTDecode = filter}{COMP 2 eq{/RunLengthDecode filter}if}ifelse def currentdict end image = $SDF{$dsf $dsa $dsp @ss}if @gr $ctm setmatrix}bd}{/@I_2{}bd}ifelse/@I_3{@sm @gs @ii = @np/$ury xd/$urx xd/$lly xd/$llx xd/$ncl xd/$bts xd/$hei xd/$wid xd/$dat $wid = $bts mul $ncl mul 8 div ceiling cvi string def $ngx $ncl 1 eq{/DeviceGray}{$ncl 3 = eq {/DeviceRGB}{/DeviceCMYK}ifelse}ifelse setcolorspace $llx $lly Tl $urx = $llx sub $ury $lly sub scale/ImageDataDict 8 dict def ImageDataDict = begin/ImageType 1 def/Width $wid def/Height $hei abs def/BitsPerComponent $bts def/Decode = $ncl 1 eq{[0 1]}{$ncl 3 eq{[0 1 0 1 0 1]}{[0 1 0 1 0 1 0 1]}ifelse}ifelse def /ImageMatrix[$wid 0 0 $hei neg 0 $hei 0 gt{$hei}{0}ifelse]def/DataSource currentfile/ASCII85Decode filter COMP 1 eq{/DCTDecode filter}{COMP 2 eq{ /RunLengthDecode filter}if}ifelse def end/MaskedImageDict 7 dict def MaskedImageDict begin/ImageType 3 def/InterleaveType 3 def/MaskDict ImageMaskDict def/DataDict ImageDataDict def end MaskedImageDict image = $SDF {$dsf $dsa $dsp @ss}if @gr $ctm setmatrix}bd/@SetMask{/$mbts xd/$mhei = xd/$mwid xd/ImageMaskDict 8 dict def 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def /UseLevel 2 def %Build: CorelDRAW 10 Version 10.410 %Color profile: Generic offset separations profile /CorelIsEPS true def %%BeginResource: procset wCorel10Dict 10.0 0 /wCorel10Dict 300 dict def wCorel10Dict begin=0A= % Copyright (c)1992-2000 Corel Corporation % All rights reserved. v10.0 r0.2 /bd{bind def}bind def/ld{load def}bd/xd{exch def}bd/_ null = def/rp{{pop}repeat} bd/@cp/closepath ld/@gs/gsave ld/@gr/grestore ld/@np/newpath = ld/Tl/translate ld /$sv 0 def/@sv{/$sv save def}bd/@rs{$sv restore}bd/spg/showpage = ld/showpage{} bd currentscreen/@dsp xd/$dsp/@dsp def/$dsa xd/$dsf xd/$sdf false = def/$SDF false def/$Scra 0 def/SetScr/setscreen ld/@ss{2 index 0 eq{$dsf 3 1 roll = 4 -1 roll pop}if exch $Scra add exch load SetScr}bd/SepMode_5 = where{pop}{/SepMode_5 0 def}ifelse/CorelIsSeps where{pop}{/CorelIsSeps false def}ifelse /CorelIsInRIPSeps where{pop}{/CorelIsInRIPSeps false = def}ifelse/CorelIsEPS where{pop}{/CorelIsEPS false def}ifelse/CurrentInkName_5 where{pop} {/CurrentInkName_5(Composite)def}ifelse/$ink_5 where{pop}{/$ink_5 -1 = def} ifelse/$c 0 def/$m 0 def/$y 0 def/$k 0 def/$t 1 def/$n _ def/$o 0 = def/$fil 0 def/$C 0 def/$M 0 def/$Y 0 def/$K 0 def/$T 1 def/$N _ def/$O 0 def/$PF = false def/s1c 0 def/s1m 0 def/s1y 0 def/s1k 0 def/s1t 0 def/s1n _ def/$bkg = false def /SK 0 def/SM 0 def/SY 0 def/SC 0 def/$op false def matrix = currentmatrix/$ctm xd /$ptm matrix def/$ttm matrix def/$stm matrix def/$ffpnt true def /CorelDrawReencodeVect[16#0/grave 16#5/breve 16#6/dotaccent 16#8/ring 16#A/hungarumlaut 16#B/ogonek 16#C/caron 16#D/dotlessi 16#27/quotesingle 16#60/grave 16#7C/bar 16#82/quotesinglbase/florin/quotedblbase/ellipsis/dagger/daggerdbl 16#88/circumflex/perthousand/Scaron/guilsinglleft/OE 16#91/quoteleft/quoteright/quotedblleft/quotedblright/bullet/endash/emdas= h 16#98/tilde/trademark/scaron/guilsinglright/oe 16#9F/Ydieresis 16#A1/exclamdown/cent/sterling/currency/yen/brokenbar/section 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Change the PS Level in the = Corel)show 72 120 m(application to Level 1 by selecting the PostScript tab in the = print)show 72 108 m(dialog, and selecting Level 1 from the Compatibility drop down = list.) show flush spg quit}if}if}bd/@BeginSysCorelDict{systemdict/Corel30Dict = known {systemdict/Corel30Dict get exec}if systemdict/CorelLexDict known{1 = systemdict /CorelLexDict get exec}if}bd/@EndSysCorelDict{systemdict/Corel30Dict = known {end}if/EndCorelLexDict where{pop EndCorelLexDict}if}bd = AutoFlatness{/@ifl{dup currentflat exch sub 10 gt{ ([Error: PathTooComplex; OffendingCommand: AnyPaintingOperator]\n)print = flush @np exit}{currentflat 2 add setflat}ifelse}bd/@fill/fill = ld/fill{currentflat{ {@fill}stopped{@ifl}{exit}ifelse}bind loop setflat}bd/@eofill/eofill = ld/eofill {currentflat{{@eofill}stopped{@ifl}{exit}ifelse}bind loop = setflat}bd/@clip /clip ld/clip{currentflat{{@clip}stopped{@ifl}{exit}ifelse}bind loop = setflat} bd/@eoclip/eoclip = ld/eoclip{currentflat{{@eoclip}stopped{@ifl}{exit}ifelse} bind loop setflat}bd/@stroke/stroke = ld/stroke{currentflat{{@stroke}stopped {@ifl}{exit}ifelse}bind loop setflat}bd}if L2?{/@ssa{true = setstrokeadjust}bd}{ /@ssa{}bd}ifelse/d/setdash ld/j/setlinejoin ld/J/setlinecap = ld/M/setmiterlimit ld/w/setlinewidth ld/O{/$o xd}bd/R{/$O xd}bd/W/eoclip ld/c/curveto = ld/C/c ld/l /lineto ld/L/l ld/rl/rlineto ld/m/moveto ld/n/newpath ld/N/newpath = ld/P{11 rp} bd/u{}bd/U{}bd/A{pop}bd/q/@gs ld/Q/@gr ld/&{}bd/@j{@sv = @np}bd/@J{@rs}bd/g{1 exch sub/$k xd/$c 0 def/$m 0 def/$y 0 def/$t 1 def/$n _ def/$fil 0 = def}bd/G{1 sub neg/$K xd _ 1 0 0 0/$C xd/$M xd/$Y xd/$T xd/$N xd}bd/k{1 index type /stringtype eq{/$t xd/$n xd}{/$t 0 def/$n _ def}ifelse/$k xd/$y xd/$m = xd/$c xd /$fil 0 def}bd/K{1 index type/stringtype eq{/$T xd/$N xd}{/$T 0 def/$N _ = def} ifelse/$K xd/$Y xd/$M xd/$C xd}bd/x/k ld/X/K ld/sf{1 index = type/stringtype eq{ /s1t xd/s1n xd}{/s1t 0 def/s1n _ def}ifelse/s1k xd/s1y xd/s1m xd/s1c = xd}bd/i{ dup 0 ne{setflat}{pop}ifelse}bd/v{4 -2 roll 2 copy 6 -2 roll c}bd/V/v = ld/y{2 copy c}bd/Y/y ld/@w{matrix rotate/$ptm xd matrix scale $ptm dup = concatmatrix /$ptm xd 1 eq{$ptm exch dup concatmatrix/$ptm xd}if 1 w}bd/@g{1 eq = dup/$sdf xd {/$scp xd/$sca xd/$scf xd}if}bd/@G{1 eq dup/$SDF xd{/$SCP xd/$SCA = xd/$SCF xd} if}bd/@D{2 index 0 eq{$dsf 3 1 roll 4 -1 roll pop}if 3 copy exch $Scra = add exch load SetScr/$dsp xd/$dsa xd/$dsf xd}bd/$ngx{$SDF{$SCF SepMode_5 0 = eq{$SCA} {$dsa}ifelse $SCP @ss}if}bd/@MN{2 copy le{pop}{exch pop}ifelse}bd/@MX{2 = copy ge {pop}{exch pop}ifelse}bd/InRange{3 -1 roll @MN @MX}bd/@sqr{dup 0 rl dup = 0 exch rl neg 0 rl @cp}bd/currentscale{1 0 dtransform matrix defaultmatrix = idtransform dup mul exch dup mul add sqrt 0 1 dtransform matrix defaultmatrix = idtransform dup mul exch dup mul add sqrt}bd/@unscale{}bd/wDstChck{2 1 roll dup 3 -1 = roll eq{1 add}if}bd/@dot{dup mul exch dup mul add 1 exch sub}bd/@lin{exch pop = abs 1 exch sub}bd/cmyk2rgb{3{dup 5 -1 roll add 1 exch sub dup 0 lt{pop 0}if = exch} repeat pop}bd/rgb2cmyk{3{1 exch sub 3 1 roll}repeat 3 copy @MN @MN 3{dup = 5 -1 roll sub neg exch}repeat}bd/rgb2g{2 index .299 mul 2 index .587 mul add = 1 index .114 mul add 4 1 roll pop pop pop}bd/WaldoColor_5 where{pop}{/SetRgb /setrgbcolor ld/GetRgb/currentrgbcolor ld/SetGry/setgray = ld/GetGry/currentgray ld/SetRgb2 systemdict/setrgbcolor get def/GetRgb2 = systemdict/currentrgbcolor get def/SetHsb systemdict/sethsbcolor get def/GetHsb systemdict /currenthsbcolor get def/rgb2hsb{SetRgb2 GetHsb}bd/hsb2rgb{3 -1 roll dup = floor sub 3 1 roll SetHsb GetRgb2}bd/setcmykcolor where{pop/LumSepsDict = where{pop /SetCmyk_5{LumSepsDict/setcmykcolor get exec}def}{/AldusSepsDict = where{pop /SetCmyk_5{AldusSepsDict/setcmykcolor get = exec}def}{/SetCmyk_5/setcmykcolor ld }ifelse}ifelse}{/SetCmyk_5{cmyk2rgb SetRgb}bd}ifelse/currentcmykcolor = where{ pop/GetCmyk/currentcmykcolor ld}{/GetCmyk{GetRgb rgb2cmyk}bd}ifelse /setoverprint where{pop}{/setoverprint{/$op = xd}bd}ifelse/currentoverprint where {pop}{/currentoverprint{$op}bd}ifelse/@tc_5{5 -1 roll dup 1 = ge{pop}{4{dup 6 -1 roll mul exch}repeat pop}ifelse}bd/@trp{exch pop 5 1 roll @tc_5}bd /setprocesscolor_5{SepMode_5 0 eq{SetCmyk_5}{0 4 $ink_5 sub index exch = pop 5 1 roll pop pop pop pop SepsColor true eq{$ink_5 3 gt{1 sub neg SetGry}{0 0 = 0 4 $ink_5 roll SetCmyk_5}ifelse}{1 sub neg SetGry}ifelse}ifelse}bd /findcmykcustomcolor where{pop}{/findcmykcustomcolor{5 array = astore}bd}ifelse /Corelsetcustomcolor_exists false def/setcustomcolor where{pop /Corelsetcustomcolor_exists true def}if CorelIsSeps true eq = CorelIsInRIPSeps false eq and{/Corelsetcustomcolor_exists false def}if Corelsetcustomcolor_exists false eq{/setcustomcolor{exch aload pop = SepMode_5 0 eq{pop @tc_5 setprocesscolor_5}{CurrentInkName_5 eq{4 index}{0}ifelse 6 = 1 roll 5 rp 1 sub neg SetGry}ifelse}bd}if/@scc_5{dup type/booleantype eq{dup currentoverprint ne{setoverprint}{pop}ifelse}{1 eq setoverprint}ifelse = dup _ eq {pop setprocesscolor_5 pop}{findcmykcustomcolor exch = setcustomcolor}ifelse SepMode_5 0 eq{true}{GetGry 1 eq currentoverprint and = not}ifelse}bd/colorimage where{pop/ColorImage{colorimage}def}{/ColorImage{/ncolors xd/$multi xd = $multi true eq{ncolors 3 eq{/daqB xd/daqG xd/daqR xd pop pop exch pop abs{daqR = pop daqG pop daqB pop}repeat}{/daqK xd/daqY xd/daqM xd/daqC xd pop pop exch = pop abs {daqC pop daqM pop daqY pop daqK pop}repeat}ifelse}{/dataaq xd{dataaq = ncolors dup 3 eq{/$dat xd 0 1 $dat length 3 div 1 sub{dup 3 mul $dat 1 index get = 255 div $dat 2 index 1 add get 255 div $dat 3 index 2 add get 255 div rgb2g = 255 mul cvi exch pop $dat 3 1 roll put}for $dat 0 $dat length 3 idiv getinterval = pop}{ 4 eq{/$dat xd 0 1 $dat length 4 div 1 sub{dup 4 mul $dat 1 index get 255 = div $dat 2 index 1 add get 255 div $dat 3 index 2 add get 255 div $dat 4 = index 3 add get 255 div cmyk2rgb rgb2g 255 mul cvi exch pop $dat 3 1 roll = put}for $dat 0 $dat length ncolors idiv getinterval}if}ifelse}image}ifelse}bd}ifelse /setcmykcolor{1 5 1 roll _ currentoverprint @scc_5/$ffpnt xd}bd /currentcmykcolor{GetCmyk}bd/setrgbcolor{rgb2cmyk setcmykcolor}bd /currentrgbcolor{currentcmykcolor cmyk2rgb}bd/sethsbcolor{hsb2rgb = setrgbcolor} bd/currenthsbcolor{currentrgbcolor rgb2hsb}bd/setgray{dup dup = setrgbcolor}bd /currentgray{currentrgbcolor rgb2g}bd/InsideDCS false def/IMAGE/image = ld/image {InsideDCS{IMAGE}{/EPSDict where{pop SepMode_5 0 eq{IMAGE}{dup = type/dicttype eq {dup/ImageType get 1 ne{IMAGE}{dup dup/BitsPerComponent get 8 eq exch /BitsPerComponent get 1 eq or currentcolorspace 0 get/DeviceGray eq and{ CurrentInkName_5(Black)eq{IMAGE}{dup/DataSource get/TCC xd/Height get = abs{TCC pop}repeat}ifelse}{IMAGE}ifelse}ifelse}{2 index 1 = ne{CurrentInkName_5(Black)eq {IMAGE}{/TCC xd pop pop exch pop abs{TCC = pop}repeat}ifelse}{IMAGE}ifelse} ifelse}ifelse}{IMAGE}ifelse}ifelse}bd}ifelse/WaldoColor_5 true def/$fm 0 = def /wfill{1 $fm eq{fill}{eofill}ifelse}bd/@Pf{@sv SepMode_5 0 eq $Psc 0 ne = or $ink_5 3 eq or{0 J 0 j[]0 d $t $c $m $y $k $n $o @scc_5 pop $ctm = setmatrix 72 1000 div dup matrix scale dup concat dup Bburx exch Bbury exch = itransform ceiling cvi/Bbury xd ceiling cvi/Bburx xd Bbllx exch Bblly exch = itransform floor cvi/Bblly xd floor cvi/Bbllx xd $Prm aload pop $Psn load exec}{1 = SetGry wfill}ifelse @rs @np}bd/F{matrix currentmatrix $sdf{$scf $sca $scp = @ss}if $fil 1 eq{CorelPtrnDoFill}{$fil 2 eq{@ff}{$fil 3 eq{@Pf}{$fil 4 eq {CorelShfillDoFill}{$t $c $m $y $k $n $o = @scc_5{wfill}{@np}ifelse}ifelse} ifelse}ifelse}ifelse $sdf{$dsf $dsa $dsp @ss}if setmatrix}bd/f{@cp = F}bd/S{ matrix currentmatrix $ctm setmatrix $SDF{$SCF $SCA $SCP @ss}if $T $C $M = $Y $K $N $O @scc_5{matrix currentmatrix $ptm concat stroke = setmatrix}{@np}ifelse $SDF {$dsf $dsa $dsp @ss}if setmatrix}bd/s{@cp S}bd/B{@gs F @gr S}bd/b{@cp = B}bd/_E{ 5 array astore exch cvlit xd}bd/@cc{currentfile $dat readhexstring = pop}bd/@sm{ /$ctm $ctm currentmatrix def}bd/@E{/Bbury xd/Bburx xd/Bblly xd/Bbllx = xd}bd/@c{ @cp}bd/@P{/$fil 3 def/$Psn xd/$Psc xd array astore/$Prm = xd}bd/tcc{@cc}def/@B{ @gs S @gr F}bd/@b{@cp @B}bd/@sep{CurrentInkName_5(Composite)eq{/$ink_5 = -1 def} {CurrentInkName_5(Cyan)eq{/$ink_5 0 = def}{CurrentInkName_5(Magenta)eq{/$ink_5 1 def}{CurrentInkName_5(Yellow)eq{/$ink_5 2 def}{CurrentInkName_5(Black)eq {/$ink_5 3 def}{/$ink_5 4 = def}ifelse}ifelse}ifelse}ifelse}ifelse}bd/@whi{@gs -72000 dup m -72000 72000 l 72000 dup l 72000 -72000 l @cp 1 SetGry fill = @gr} bd/@neg{[{1 exch sub}/exec cvx currenttransfer/exec cvx]cvx settransfer = @whi} bd/deflevel 0 def/@sax{/deflevel deflevel 1 add def}bd/@eax{/deflevel = deflevel dup 0 gt{1 sub}if def deflevel 0 gt{/eax = load}{eax}ifelse}bd/eax{{exec}forall} bd/@rax{deflevel 0 eq{@rs @sv}if}bd systemdict/pdfmark known = not{/pdfmark /cleartomark ld}if/wclip{1 $fm eq{clip}{eoclip}ifelse}bd /z{exch findfont exch scalefont setfont}bd/ZB{9 dict dup begin 4 1 roll /FontType 3 def/FontMatrix xd/FontBBox xd/Encoding 256 array def 0 1 = 255{ Encoding exch/.notdef put}for/CharStrings 256 dict def = CharStrings/.notdef{} put/Metrics 256 dict def Metrics/.notdef 3 -1 roll put/BuildChar{exch = dup /$char exch/Encoding get 3 index get def dup/Metrics get $char get aload = pop setcachedevice begin Encoding exch get CharStrings exch get end exec}def = end definefont pop}bd/ZBAddChar{findfont begin dup 4 1 roll dup 6 1 roll = Encoding 3 1 roll put CharStrings 3 1 roll put Metrics 3 1 roll put = end}bd/Z{findfont dup maxlength 2 add dict exch dup{1 index/FID ne{3 index 3 1 roll put}{pop = pop} ifelse}forall pop dup dup/Encoding get 256 array copy dup/$fe = xd/Encoding exch put dup/Fontname 3 index put 3 -1 roll dup length 0 ne{0 exch{dup type 0 = type eq{exch pop}{$fe exch 2 index exch put 1 add}ifelse}forall pop}if dup = 256 dict dup/$met xd/Metrics exch put dup/FontMatrix get 0 get 1000 mul 1 exch = div 3 index length 256 eq{0 1 255{dup $fe exch get dup/.notdef eq{pop pop}{5 = index 3 -1 roll get 2 index mul $met 3 1 roll put}ifelse}for}if pop definefont = pop pop }bd/CorelIsValidCharpath{pathbbox 3 -1 roll sub abs 0.5 ge 3 1 roll sub = abs 0.5 ge and}bd/@ftx{{currentpoint 3 -1 roll(0)dup 3 -1 roll 0 exch put dup = @gs true charpath $ctm setmatrix CorelIsValidCharpath{@@txt}if @gr @np = stringwidth pop 3 -1 roll add exch m}forall}bd/@ft{matrix currentmatrix exch $sdf{$scf = $sca $scp @ss}if $fil 1 eq{/@@txt/@pf ld @ftx}{$fil 2 eq{/@@txt/@ff ld @ftx}{$fil = 3 eq {/@@txt/@Pf ld @ftx}{$fil 4 eq{/@@txt/CorelShfillDoFill ld @ftx}{$t $c = $m $y $k $n $o @scc_5{show}{pop}ifelse}ifelse}ifelse}ifelse}ifelse $sdf{$dsf $dsa = $dsp @ss}if setmatrix}bd/@st{matrix currentmatrix exch $SDF{$SCF $SCA $SCP = @ss}if $T $C $M $Y $K $N $O @scc_5{{currentpoint 3 -1 roll(0)dup 3 -1 roll 0 exch = put dup @gs true charpath $ctm setmatrix $ptm concat stroke @gr @np stringwidth = pop 3 -1 roll add exch m}forall}{pop}ifelse $SDF{$dsf $dsa $dsp @ss}if = setmatrix}bd /@te{@ft}bd/@tr{@st}bd/@ta{dup @gs @ft @gr @st}bd/@t@a{dup @gs @st @gr = @ft}bd /@tm{@sm = concat}bd/e{/t{@te}def}bd/r{/t{@tr}def}bd/o{/t{pop}def}bd/a{/t{@ta} def}bd/@a{/t{@t@a}def}bd/t{@te}def/T{@np $ctm setmatrix/$ttm matrix = def}bd/ddt {t}def/@t{/$stm $stm currentmatrix def 3 1 roll m $ttm concat ddt $stm setmatrix}bd/@n{/$ttm exch matrix rotate = def}bd/@s{}bd/@l{}bd/_lineorientation 0 def/_bitfont null def/_bitlobyte 0 def/_bitkey null def/_bithibyte 0 = def /@ii{concat 3 index 3 index m 3 index 1 index l 2 copy l 1 index 3 index = l 3 index 3 index l clip pop pop pop pop}bd/@i{@sm @gs @ii 6 index 1 = ne{/$frg true def pop pop}{1 eq{s1t s1c s1m s1y s1k s1n $O @scc_5/$frg xd}{/$frg false = def} ifelse 1 eq{@gs $ctm setmatrix F @gr}if}ifelse @np/$ury xd/$urx xd/$lly = xd /$llx xd/$bts xd/$hei xd/$wid xd/$dat $wid $bts mul 8 div ceiling cvi = string def $bkg $frg or{$SDF{$SCF $SCA $SCP @ss}if $llx $lly Tl $urx $llx sub = $ury $lly sub scale $bkg{$t $c $m $y $k $n $o @scc_5 pop}if $wid $hei abs = $bts 1 eq {$bkg}{$bts}ifelse[$wid 0 0 $hei neg 0 $hei 0 gt{$hei}{0}ifelse]/tcc = load $bts 1 eq{imagemask}{image}ifelse $SDF{$dsf $dsa $dsp @ss}if}{$hei abs{tcc = pop} repeat}ifelse @gr $ctm setmatrix}bd/@I{@sm @gs @ii @np/$ury xd/$urx = xd/$lly xd /$llx xd/$ncl xd/$bts xd/$hei xd/$wid xd $ngx $llx $lly Tl $urx $llx sub = $ury $lly sub scale $wid $hei abs $bts[$wid 0 0 $hei neg 0 $hei 0 = gt{$hei}{0}ifelse ]$msimage false eq $ncl 1 eq or{/$dat $wid $bts mul $ncl mul 8 div = ceiling cvi string def/@cc load false $ncl ColorImage}{$wid $bts mul 8 div ceiling = cvi $ncl 3 eq{dup dup/$dat1 exch string def/$dat2 exch string def/$dat3 exch = string def /@cc1 load/@cc2 load/@cc3 load}{dup dup dup/$dat1 exch string def/$dat2 = exch string def/$dat3 exch string def/$dat4 exch string def/@cc1 load/@cc2 = load /@cc3 load/@cc4 load}ifelse true $ncl ColorImage}ifelse $SDF{$dsf $dsa = $dsp @ss}if @gr $ctm setmatrix}bd/@cc1{currentfile $dat1 readhexstring = pop}bd/@cc2{ currentfile $dat2 readhexstring pop}bd/@cc3{currentfile $dat3 = readhexstring pop }bd/@cc4{currentfile $dat4 readhexstring pop}bd/$msimage false def/COMP = 0 def /MaskedImage false def L2?{/@I_2{@sm @gs @ii @np/$ury xd/$urx xd/$lly = xd/$llx xd/$ncl xd/$bts xd/$hei xd/$wid xd/$dat $wid $bts mul $ncl mul 8 div = ceiling cvi string def $ngx $ncl 1 eq{/DeviceGray}{$ncl 3 = eq{/DeviceRGB}{/DeviceCMYK} ifelse}ifelse setcolorspace $llx $lly Tl $urx $llx sub $ury $lly sub = scale 8 dict begin/ImageType 1 def/Width $wid def/Height $hei abs = def/BitsPerComponent $bts def/Decode $ncl 1 eq{[0 1]}{$ncl 3 eq{[0 1 0 1 0 1]}{[0 1 0 1 0 1 0 = 1]} ifelse}ifelse def/ImageMatrix[$wid 0 0 $hei neg 0 $hei 0 = gt{$hei}{0}ifelse]def /DataSource currentfile/ASCII85Decode filter COMP 1 eq{/DCTDecode = filter}{COMP 2 eq{/RunLengthDecode filter}if}ifelse def currentdict end image = $SDF{$dsf $dsa $dsp @ss}if @gr $ctm setmatrix}bd}{/@I_2{}bd}ifelse/@I_3{@sm @gs @ii = @np/$ury xd/$urx xd/$lly xd/$llx xd/$ncl xd/$bts xd/$hei xd/$wid xd/$dat $wid = $bts mul $ncl mul 8 div ceiling cvi string def $ngx $ncl 1 eq{/DeviceGray}{$ncl 3 = eq {/DeviceRGB}{/DeviceCMYK}ifelse}ifelse setcolorspace $llx $lly Tl $urx = $llx sub $ury $lly sub scale/ImageDataDict 8 dict def ImageDataDict = begin/ImageType 1 def/Width $wid def/Height $hei abs def/BitsPerComponent $bts def/Decode = $ncl 1 eq{[0 1]}{$ncl 3 eq{[0 1 0 1 0 1]}{[0 1 0 1 0 1 0 1]}ifelse}ifelse def /ImageMatrix[$wid 0 0 $hei neg 0 $hei 0 gt{$hei}{0}ifelse]def/DataSource currentfile/ASCII85Decode filter COMP 1 eq{/DCTDecode filter}{COMP 2 eq{ /RunLengthDecode filter}if}ifelse def end/MaskedImageDict 7 dict def MaskedImageDict begin/ImageType 3 def/InterleaveType 3 def/MaskDict ImageMaskDict def/DataDict ImageDataDict def end MaskedImageDict image = $SDF {$dsf $dsa $dsp @ss}if @gr $ctm setmatrix}bd/@SetMask{/$mbts xd/$mhei = xd/$mwid xd/ImageMaskDict 8 dict def 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254.38479 572.23361 254.78872 572.62167 255.37039 573.02957 c 255.89707 573.31729 256.43083 573.45761 256.97820 573.45761 c 257.48447 573.45761 258.00463 573.31729 258.54520 573.02957 c 258.99676 572.74866 259.39361 572.36769 259.72894 571.87276 c 260.02290 571.32425 260.16661 570.80920 260.16661 570.34120 c 260.16661 569.76605 260.01638 569.23767 259.70825 568.75606 c 259.44151 568.25461 259.06535 567.87335 258.57950 567.60576 c 258.10044 567.33846 257.56668 567.20466 256.97820 567.20466 c @c B @rax %Note: Object 118.90233 565.86529 125.30013 572.11824 @E 0 O 0 @g 0.84 0.73 0.73 0.91 k 0 J 0 j [] 0 d 0 R 0 @G 0.00 0.00 0.00 1.00 K 0 0.21600 0.21600 0.00000 @w /$fm 0 def 122.11143 565.86529 m 121.45465 565.86529 120.92088 565.99909 120.50334 566.25987 c 120.02428 566.49402 119.62772 566.88180 119.30598 567.43030 c 119.03924 567.83820 118.90233 568.35978 118.90233 569.00183 c 118.90233 569.63027 119.03924 570.13880 119.30598 570.53339 c 119.51830 570.89452 119.92195 571.28230 120.50334 571.69020 c 121.03030 571.97792 121.56406 572.11824 122.11143 572.11824 c 122.61798 572.11824 123.13786 571.97792 123.67843 571.69020 c 124.12998 571.40929 124.52683 571.02831 124.86217 570.53339 c 125.15641 569.98488 125.30013 569.46983 125.30013 569.00183 c 125.30013 568.42668 125.14961 567.89830 124.84176 567.41669 c 124.57474 566.91524 124.19830 566.53398 123.71244 566.26639 c 123.23367 565.99909 122.69991 565.86529 122.11143 565.86529 c @c B @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 96.00 @n 1062508 -829247 (I) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 94.00 @n 1058918 -797997 (N) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 85.00 @n 1053580 -717639 (T) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 79.00 @n 1055905 -649559 (E) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 75.00 @n 1067847 -575897 (R) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 68.00 @n 1088179 -497772 (N) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 64.00 @n 1118555 -422994 (A) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 58.00 @n 1151815 -359378 (T) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 53.00 @n 1188738 -301342 (I) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 47.00 @n 1206353 -275672 (O) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 41.00 @n 1264147 -210939 (N) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 34.00 @n 1324658 -157367 (A) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 27.00 @n 1390749 -111608 (L) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 19.00 @n 1479886 -65849 (G) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 11.00 @n 1562234 -37947 (N) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 4.00 @n 1640602 -21206 (E) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -2.00 @n 1715045 -15625 (D) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -7.00 @n 1795645 -18973 (E) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -16.00 @n 1870088 -27902 (N) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -22.00 @n 1947339 -50224 (K) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -30.00 @n 2022359 -80358 (O) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -39.00 @n 2123438 -141742 (C) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -47.00 @n 2186181 -191966 (O) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -53.00 @n 2245091 -255582 (N) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -57.00 @n 2293324 -320315 (F) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -63.00 @n 2328016 -378351 (E) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -71.00 @n 2361164 -445316 (R) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -77.00 @n 2387076 -522325 (E) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -83.00 @n 2404599 -594871 (N) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -88.00 @n 2412654 -674112 (C) @t T @rax 98.57735 593.82539 277.22976 692.46425 @E [0.00011742 0.00000000 0.00000000 0.00011034 -15.81307029 685.40936075] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -94.00 @n 2414012 -755586 (E) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -34.00 @n 1476332 -1030142 (K) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -28.00 @n 1546887 -1079249 (Y) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -26.00 @n 1613517 -1113848 (I) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -24.00 @n 1641177 -1128357 (V) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -18.00 @n 1768707 -1176348 (J) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -11.00 @n 1827432 -1194206 (u) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -7.00 @n 1894490 -1206482 (n) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z -5.00 @n 1962664 -1214295 (e) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 5.00 @n 2086753 -1217643 (3) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 12.00 @n 2178718 -1210947 (-) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 13.00 @n 2245775 -1197554 (7) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 23.00 @n 2394175 -1152911 (2) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 28.00 @n 2451784 -1128357 (0) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 29.00 @n 2507161 -1100455 (0) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e /_R65626-ArialCyr-Bold 111608.00000 z 37.00 @n 2561421 -1070321 (2) @t T @rax 120.90869 491.27896 253.61376 518.90088 @E [0.00011742 0.00000000 0.00000000 0.00011034 -52.44179336 625.77295349] = @tm 0 O 0 @g 0.00 0.00 0.00 1.00 k e T %%PageTrailer @rs @rs %%Trailer @EndSysCorelDict end %%DocumentSuppliedResources: procset wCorel10Dict 10.0 0 %%+ font ArialCyr-Bold %%EOF =0A= %%EndDocument=0A= @endspecial eop=0A= %%Page: 2 2=0A= 2 1 bop 1051 640 a Fj(Monda)l(y)-11 b(,)44 b(3.06.2002)0=0A= 841 y Fi(10:00-10:15)78 b Fh(Opening)33 b(Ceremony)p=0A= 0 1003 873 4 v 0 1141 4 139 v 28 1097 a Fg(Plenary)38=0A= b(lectures)p 869 1141 V 0 1144 873 4 v 873 1097 1262=0A= 4 v 2135 1003 1054 4 v 2135 1141 4 139 v 1317 w(Academ)m(y)f(of)i=0A= (Science)p 3185 1141 V 2135 1144 1054 4 v 0 1261 a Fi(10:15-11:10)78=0A= b Fh(V)n(olod)n(ymyr)33 b(S.)h(K)n(or)n(ol)-6 b(yuk)33=0A= b(and)h(Nik)n(ola)n(os)f(Limnios,)e Ff(Markov)j(additive)567=0A= 1361 y(pr)l(o)l(c)l(esses)c(in)g(a)g(phase)h(mer)l(ging)f(scheme)0=0A= 1461 y Fi(11:15-12:10)78 b Fh(I.)34 b(N.)f(K)n(o)n(v)-7=0A= b(alenk)n(o,)29 b Ff(On)i(the)h(imp)l(act)h(of)g(Gne)l(denko's)g(works)=0A= g(on)f(the)g(develop-)567 1560 y(ment)d(of)i(queueing)e(and)i(r)l=0A= (eliability)h(the)l(ory)0 1685 y Fi(12:00-12:20)78 b=0A= Fe(Cofee)32 b(break)0 1810 y Fi(12:30-13:35)78 b Fh(D)n(a)-7=0A= b(vid)31 b(El)-7 b(w)n(or)h(thy,)26 b Ff(F)-6 b(unctions)29=0A= b(and)i(forms)f(of)h(\014nite)e(ener)l(gy)p 0 1988 848=0A= 4 v 0 2107 4 120 v 28 2083 a Fg(Section)37 b(lectures)p=0A= 844 2107 V 0 2110 848 4 v 847 2083 1484 4 v 2331 1988=0A= 857 4 v 2331 2127 4 139 v 1539 w(Kyiv)h(Univ)m(ersit)m(y)p=0A= 3185 2127 V 2331 2130 857 4 v 0 2192 440 4 v 0 2300 4=0A= 108 v 28 2275 a Fe(Section)32 b(2)p 436 2300 V 0 2303=0A= 440 4 v 42 w Fd(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)p 749=0A= 2204 1724 4 v 749 2312 4 109 v 42 w Fc(Qualit)n(y)24=0A= b(Con)n(trol,)g(Reliabilit)n(y)f(Theory)-6 b(,)24 b(Queueing)g(Theory)p=0A= 2470 2312 V 749 2315 1724 4 v 43 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= p 2782 2193 406 4 v 2782 2300 4 107 v 43 w Fe(Ro)s(om)30=0A= b(B)p 3185 2300 V 2782 2303 406 4 v 0 2407 a Fi(15:00-15:40)78=0A= b Fh(Asaf)39 b(Hajiyev,)e Ff(Contr)l(ol)g(pr)l(oblems)g(for)g(Shuttle)f=0A= (systems)g(with)h(c)l(omplic)l(ate)l(d)567 2507 y(structur)l(e)0=0A= 2607 y Fi(15:45-16:25)78 b Fh(E.)31 b(V.)f(Bulinska)-6=0A= b(y)g(a,)28 b Ff(R)l(eliability)j(appr)l(o)l(ach)h(in)e(inventory)g=0A= (the)l(ory)0 2706 y Fi(16:35-16:55)78 b Fh(O.)43 b(K.)g(Zakusilo,)d=0A= Ff(A)f(r)l(emark)i(on)f(semigr)l(oups)h(and)f(gener)l(ators)h(of)f=0A= (gener)l(al)567 2806 y(stor)l(age)30 b(pr)l(o)l(c)l(esses)g(with)h=0A= (additive)h(inputs)0 2906 y Fi(17:00-17:20)78 b Fh(A.)29=0A= b(N.)f(Nak)n(onechni)1295 2899 y(\025)1305 2906 y(\020,)d=0A= Ff(Non-homo)l(gene)l(ous)j(Markov)i(chains)f(in)f(the)g(mo)l(dels)g(of)=0A= 567 3005 y(unc)l(ertainty)h(and)h(risk)0 3105 y Fi(17:30-17:50)78=0A= b Fh(E.)28 b(D.)f(Sil)-7 b(vestr)n(o)n(v)g(a,)24 b Ff(A)l(daptive)k=0A= (sto)l(chastic)f(line)l(ar)h(automata)f(in)g(r)l(andom)g(me-)567=0A= 3205 y(dia)0 3305 y Fi(17:55-18:15)78 b Fh(T)-7 b(ahir)35=0A= b(Khaniyev,)g(Ihsan)g(Unver,)g(and)f(Tula)-6 b(y)35 b(Kesemen,)d=0A= Ff(Certain)i(as-)567 3404 y(ymptotic)d(r)l(esults)d(for)j(extende)l(d)f=0A= (mo)l(del)g(of)h(typ)l(e)f Fk(\()p Fd(s;)14 b(S)5 b Fk(\))p=0A= 0 3487 440 4 v 0 3594 4 108 v 28 3570 a Fe(Section)32=0A= b(4)p 436 3594 V 0 3597 440 4 v 49 w Fd(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)p 947 3498 1323 4 v 947 3607 4=0A= 109 v 50 w Fc(P)n(arametric)23 b(statistics,)h(T)-6 b(est)24=0A= b(of)g(Hyp)r(otheses)p 2266 3607 V 947 3610 1323 4 v=0A= 51 w Fd(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)p=0A= 2777 3488 411 4 v 2777 3594 4 107 v 49 w Fe(Ro)s(om)31=0A= b(D)p 3185 3594 V 2777 3597 411 4 v 0 3702 a Fi(15:00-15:40)78=0A= b Fh(A.)34 b(A.)g(Gushchin,)d Ff(On)h(asymptotic)i(b)l(ehaviour)h(of)e=0A= (maximum)g(likeliho)l(o)l(d)j(and)567 3802 y(Bayesian)c(estimators)0=0A= 3901 y Fi(15:45-16:05)78 b Fh(A.)30 b(V.)g(Na)n(gaev,)c=0A= Ff(L)l(ar)l(ge)k(deviation)h(the)l(or)l(ems)e(in)g(testing)g(hyp)l=0A= (otheses)h(on)f(Mar-)567 4001 y(kov)h(chains)0 4101 y=0A= Fi(16:15-16:35)78 b Fh(Oksana)29 b(A.)e(Nik)n(olaev)-7=0A= b(a,)24 b Ff(Asymptotic)l(al)k(pr)l(oblems)h(of)f(statistics)f(for)h(r)=0A= l(enewal)567 4200 y(pr)l(o)l(c)l(esses)0 4300 y Fi(16:40-17:00)78=0A= b Fh(S.)37 b(V.)g(Shkl)-6 b(y)g(ar,)34 b Ff(A)h(c)l(omp)l(arison)h(of)g=0A= (A)n(CM)f(of)h(thr)l(e)l(e)f(estimators)h(in)f(Poisson)567=0A= 4400 y(me)l(asur)l(ement)29 b(err)l(ors)h(mo)l(del)0=0A= 4500 y Fi(17:10-17:30)78 b Fh(V)n(olod)n(ymyr)29 b(S.)g(Donchenk)n(o,)d=0A= Ff(The)k(Hough)f(tr)l(ansform)g(as)g(a)g(statistic)l(al)h(to)l(ol)0=0A= 4600 y Fi(17:35-17:55)78 b Fh(A.)25 b(S.)f(K)n(orkhin,)e=0A= Ff(On)h(statistic)l(al)i(pr)l(op)l(erties)h(of)f(estimates)f(of)i(line)=0A= l(ar)f(r)l(e)l(gr)l(ession)567 4699 y(p)l(ar)l(ameters)k(for)g(a)f=0A= (limite)l(d)h(sample)g(with)g(al)t(lowanc)l(e)h(for)f(ine)l(quality)g=0A= (c)l(onstr)l(aints)p 0 4777 440 4 v 0 4885 4 108 v 28=0A= 4860 a Fe(Section)j(6)p 436 4885 V 0 4888 440 4 v 51=0A= w Fd(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)p=0A= 1062 4789 1094 4 v 1062 4898 4 109 v 51 w Fc(Statistical)25=0A= b(Change)g(P)n(oin)n(t)f(Analysis)p 2152 4898 V 1062=0A= 4901 1094 4 v 51 w Fd(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)f(:)h(:)g(:)p 2778 4778 410 4 v 2778 4885 4 107 v=0A= 51 w Fe(Ro)s(om)31 b(A)p 3185 4885 V 2778 4888 410 4=0A= v 0 4992 a Fi(15:00-15:40)78 b Fh(E.)32 b(Gomba)-6 b(y,)28=0A= b Ff(Se)l(quential)i(testing)g(and)h(change)h(dete)l(ction)f(when)f=0A= (nuisanc)l(e)h(p)l(a-)567 5092 y(r)l(ameters)f(ar)l(e)g(pr)l(esent)0=0A= 5192 y Fi(15:45-16:05)78 b Fh(D)n(aniela)30 b(Jar)n(u)1119=0A= 5185 y(\024)1123 5192 y(sk)n(o)n(v)1317 5185 y(\023)1314=0A= 5192 y(a,)d Ff(Change)j(in)f(p)l(olynomial)i(r)l(e)l(gr)l(ession)f(and)=0A= f(r)l(elate)l(d)h(pr)l(o-)567 5291 y(c)l(esses)1573 5391=0A= y Fk(2)p eop=0A= %%Page: 3 3=0A= 3 2 bop 1432 42 a Fc(MOND)n(A)-6 b(Y)1396 b(3)0 241 y=0A= Fi(16:15-16:35)78 b Fh(W)n(olf)n(gang)39 b(Bischoff,)e=0A= Ff(On)e(the)i(asymptotic)g(distribution)g(of)h(the)e(CUSUM)567=0A= 340 y(te)l(chnique)41 b(for)g(dete)l(cting)g(change)h(p)l(oints)f(in)g=0A= (r)l(e)l(gr)l(ession)g(mo)l(dels)h(and)f(on)g(the)567=0A= 440 y(p)l(ower)31 b(of)f(the)g(c)l(orr)l(esp)l(onding)h(Kolmo)l(gor)l=0A= (o\013)g(test)0 540 y Fi(16:40-17:00)78 b Fh(S.)38 b(A.)e(Bor)n(o)n(vk)=0A= n(o)n(v)-7 b(a,)34 b Ff(Change-p)l(oint)j(dete)l(ction)f(fr)l(om)g=0A= (multivariate)g(\014nancial)567 640 y(time)30 b(series)0=0A= 740 y Fi(17:10-17:30)78 b Fh(R.)31 b(Leipus,)c Ff(T)-6=0A= b(esting)29 b(stationarity)h(against)f(change-p)l(oint)h(and)g(other)f=0A= (forms)h(of)567 839 y(unstability)0 940 y Fi(17:35-17:55)78=0A= b Fh(Dietmar)32 b(Fer)n(ger,)d Ff(Boundary)i(estimation)g(b)l(ase)l(d)f=0A= (on)g(set-indexe)l(d)g(empiric)l(al)567 1039 y(pr)l(o)l(c)l(esses)0=0A= 1139 y Fi(18:00-18:20)78 b Fh(A.)32 b(V.)f(Mikhadiuk)g(and)h(Yu.)41=0A= b(S.)32 b(Kharin,)27 b Ff(Dete)l(ction)j(of)i(change-p)l(oints)f(in)567=0A= 1239 y(Markov)g(chains)p 0 1307 440 4 v 0 1414 4 108=0A= v 28 1389 a Fe(Section)h(7)p 436 1414 V 0 1417 440 4=0A= v 52 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)g(:)f(:)h(:)g(:)p 1287 1318 657 4 v 1287=0A= 1414 4 97 v 53 w Fc(Issues)24 b(in)f(Education)p 1940=0A= 1414 V 1287 1417 657 4 v 55 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)p=0A= 2790 1307 398 4 v 2790 1414 4 107 v 53 w Fe(Ro)s(om)30=0A= b(F)p 3185 1414 V 2790 1417 398 4 v 0 1515 a Fi(15:00-15:30)78=0A= b Fh(D.)31 b(Vere-Jones,)d Ff(BV)n(G,)i(Educ)l(ation,)h(and)g(the)f(A)n=0A= (ntip)l(o)l(des)0 1615 y Fi(15:35-16:05)78 b Fh(M.)30=0A= b(I.)g(Y)-7 b(adrenk)n(o,)25 b Ff(B.)30 b(V.)f(Gne)l(denko:)39=0A= b(the)29 b(founder)g(of)h(Dep)l(artment)e(of)i(Pr)l(ob-)567=0A= 1715 y(ability)h(The)l(ory)h(at)d(Kyiv)i(University)0=0A= 1815 y Fi(16:15-16:30)78 b Fh(D.)31 b(B.)g(Gnedenk)n(o,)c=0A= Ff(T)-6 b(o)30 b(b)l(e)g(announc)l(e)l(d)0 1915 y Fi(16:35-16:50)78=0A= b Fh(N.)29 b(V.)f(Sok)n(olo)n(v,)c Ff(The)k(development)i(ide)l(as)e=0A= (Gne)l(denko's)h(pr)l(ofessors)h(for)e(c)l(om-)567 2014=0A= y(p)l(ar)l(e)i(pr)l(ob)l(ability)i(and)e(mor)l(al)h(exp)l(e)l(ctation)0=0A= 2115 y Fi(16:60-17:15)78 b Fh(A.)28 b(I.)g(Ponomarenk)n(o)f(and)i(A.)e=0A= (D.)h(Borisenk)n(o,)d Ff(Educ)l(ation)j(on)g(mathemat-)567=0A= 2214 y(ic)l(al)j(e)l(c)l(onomics)f(and)h(e)l(c)l(onometrics)f(in)g(Ukr)=0A= l(aine)0 2314 y Fi(17:20-17:35)78 b Fh(V.)31 b(Tur)n(chyn,)c=0A= Ff(Statistics)j(major)h(at)e(DNU:)h(exp)l(erienc)l(e)g(of)h(5)f(ye)l=0A= (ars)0 2414 y Fi(17:45-18:00)78 b Fh(M.)45 b(V.)g(Pra)-6=0A= b(tsio)n(vytyi)45 b(and)g(V.)f(M.)h(Usenk)n(o,)e Ff(Pr)l(oblems)g(of)f=0A= (forming)h(of)567 2514 y(c)l(ontent)29 b(of)h(the)g(mathematic)l(al)h=0A= (e)l(duc)l(ation)0 2614 y Fi(18:05-18:20)78 b Fh(D.)26=0A= b(S.)g(Sil)-7 b(vestr)n(o)n(v,)26 b(N.)f(M.)h(Zinchenk)n(o,)g(M.)g(I.)f=0A= (Y)-7 b(adrenk)n(o,)23 b Ff(International)567 2714 y(c)l(o)l(op)l(er)l=0A= (ation)28 b(in)e(the)h(network)g(of)g(T)-6 b(empus{T)g(acis)28=0A= b(pr)l(oje)l(ct)f(\\Impr)l(ovement)g(of)g(e)l(d-)567=0A= 2813 y(uc)l(ation)j(in)g(statistic)l(al)g(applic)l(ations)i(in)e(e)l(c)=0A= l(onomics")g(Kyiv)h(University)p 0 2892 440 4 v 0 2999=0A= 4 108 v 28 2974 a Fe(Section)h(9)p 436 2999 V 0 3002=0A= 440 4 v 36 w Fd(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)p 995 2903 1238 4 v 995 3012 4 109 v 36 w Fc(Sto)r(c)n(hastics)=0A= 26 b(and)e(Mathematical)h(Ph)n(ysics)p 2229 3012 V 995=0A= 3015 1238 4 v 36 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)=0A= g(:)g(:)g(:)p 2788 2893 401 4 v 2788 2999 4 107 v 36=0A= w Fe(Ro)s(om)30 b(E)p 3185 2999 V 2788 3002 401 4 v 0=0A= 3107 a Fi(15:00-15:40)78 b Fh(A.)29 b(Pellegrinotti,)d=0A= Ff(R)l(andom)i(walk)i(in)e(r)l(andom)h(envir)l(onment)f(for)h(lar)l(ge)=0A= g(sto-)567 3207 y(chasticity)0 3307 y Fi(15:45-16:05)78=0A= b Fh(S.)39 b(Albeverio)f(and)h(Y)-7 b(a.)63 b(Belopolska)-6=0A= b(y)g(a,)36 b Ff(Pr)l(ob)l(abilistic)i(mo)l(dels)g(for)f(the)567=0A= 3407 y(Navier-Stokes)30 b(system)0 3507 y Fi(16:15-16:35)78=0A= b Fh(A.)45 b(V.)f(Obukho)n(vski)1322 3500 y(\025)1332=0A= 3507 y(\020,)f Ff(Sto)l(chastic)f(di\013er)l(ential)h(inclusions)f(of)g=0A= (It^)-42 b(o)42 b(typ)l(e)g(on)567 3607 y(R)n(iemannian)30=0A= b(manifolds)0 3707 y Fi(16:40-17:00)78 b Fh(L.)27 b(A.)f(Mor)n(ozo)n(v)=0A= -7 b(a,)23 b Ff(On)j(the)g(notion)h(of)g Fd(L)1948 3677=0A= y Fb(1)1984 3707 y Ff(-c)l(ompleteness)g(of)g(a)g(sto)l(chastic)g=0A= (\015ow)567 3806 y(on)j(manifold)0 3906 y Fi(17:10-17:30)78=0A= b Fh(N.)31 b(Lazriev)-7 b(a)30 b(and)h(T.)f(Tor)n(onjadze,)d=0A= Ff(The)k(R)l(obbins-Monr)l(o)f(typ)l(e)f(SDE:)h(as-)567=0A= 4006 y(ymptotic)h(pr)l(op)l(erties)f(of)h(solutions)f(and)g(aver)l(age)=0A= l(d)h(pr)l(o)l(c)l(e)l(dur)l(es)0 4106 y Fi(17:35-17:55)78=0A= b Fh(V.)34 b(K)n(oshmanenk)n(o,)g(M.)g(Pra)-6 b(tsio)n(vytyi,)35=0A= b(G.)f(Torbin,)d Ff(On)h(\014ne)g(structur)l(e)567 4206=0A= y(of)f(singular)f(c)l(ontinuous)f(me)l(asur)l(es)0 4306=0A= y Fi(18:00-18:20)78 b Fh(Irina)31 b(R)n(odiono)n(v)-7=0A= b(a,)26 b Ff(On)j(some)i(applic)l(ations)h(of)e(SDE)g(on)g(manifolds)p=0A= 0 4384 488 4 v 0 4492 4 108 v 28 4467 a Fe(Section)i(12)p=0A= 484 4492 V 0 4495 488 4 v 35 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)p 1153 4396 964 4=0A= v 1153 4492 4 97 v 36 w Fc(Discrete)24 b(Probabilistic)f(Mo)r(dels)p=0A= 2113 4492 V 1153 4495 964 4 v 36 w Fd(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)p 2781 4385 407=0A= 4 v 2781 4492 4 107 v 36 w Fe(Ro)s(om)30 b(C)p 3185 4492=0A= V 2781 4495 407 4 v 0 4593 a Fi(15:00-15:40)78 b Fh(A.)21=0A= b(A.)g(Levitska)-6 b(y)g(a,)20 b Ff(The)l(or)l(ems)j(of)f(invarianc)l=0A= (e)g(for)h(systems)e(of)h(r)l(andom)g(Bo)l(ole-)567 4692=0A= y(an)30 b(e)l(quations)0 4792 y Fi(15:45-16:05)78 b Fh(V.)33=0A= b(V.)g(Masol,)d Ff(The)j(asymptotic)g(of)g(distributions)g(c)l=0A= (onstructe)l(d)e(by)h(me)l(ans)g(of)567 4892 y(Gaussian)e(p)l=0A= (olynomials)0 4992 y Fi(16:15-16:35)78 b Fh(V.)24 b(A.)g(Galinskij,)e=0A= Ff(Pr)l(ob)l(abilistic)k(pr)l(op)l(erties)f(of)g(the)f(c)l(arry)g(in)h=0A= (addition)g(mo)l(dulo)567 5092 y Fk(2)609 5061 y Fa(n)0=0A= 5192 y Fi(16:40-17:00)78 b Fh(E.)37 b(M.)g(Kudlaev)f(and)h(S.)g(A.)f=0A= (Maslenk)n(o)n(v,)e Ff(The)i(al)t(lo)l(c)l(ation)g(pr)l(o)l(c)l(ess)f=0A= (with)567 5291 y(c)l(ountable)30 b(set)f(of)i(c)l(el)t(ls)f(and)h=0A= (schemes)f(of)h(de)l(c)l(omp)l(osable)h(statistics)p=0A= eop=0A= %%Page: 4 4=0A= 4 3 bop 0 42 a Fc(4)1397 b(MOND)n(A)-6 b(Y)0 241 y Fi(17:10-17:30)78=0A= b Fh(R.)32 b(N.)f(Bo)n(y)-6 b(arino)n(v,)32 b(V.)e(N.)h(Chubarik)n(o)n=0A= (v,)h(and)f(I.)g(S.)g(Ngongo,)c Ff(The)32 b(dis-)567=0A= 340 y(tribution)e(values)g(of)g(sp)l(e)l(ci\014cs)h(sums)0=0A= 440 y Fi(17:35-17:55)78 b Fh(Ser)n(gey)36 b(N.)d(Gerasin)i(and)f=0A= (Vladisla)-7 b(v)33 b(V.)g(Shliaho)n(v,)d Ff(On)i(a)h(gener)l(aliza-)=0A= 567 540 y(tion)d(of)g(the)g(pr)l(oblem)h(of)g(me)l(eting)p=0A= 0 617 488 4 v 0 725 4 108 v 28 700 a Fe(Section)h(13)p=0A= 484 725 V 0 728 488 4 v 37 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g=0A= (:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 1305 629 654 4 v 1305 738 4 109 v 38 w Fc(Sto)r(c)n(hastic)25=0A= b(Analysis)p 1955 738 V 1305 741 654 4 v 38 w Fd(:)14=0A= b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)p 2775 618 413 4 v 2775 725 4 107 v 38=0A= w Fe(Ro)s(om)30 b(G)p 3185 725 V 2775 728 413 4 v 0 832=0A= a Fi(15:00-15:40)78 b Fh(Br)n(onius)31 b(Grigelionis,)26=0A= b Ff(A)n(n)i(analo)l(gue)h(of)h(Gne)l(denko's)g(the)l(or)l(em)f(for)g=0A= (station-)567 931 y(ary)h(di\013usions)0 1031 y Fi(15:45-16:05)78=0A= b Fh(A.)40 b(P.)g(Yura)n(chkivsky,)e Ff(Asymptotic)g(study)g(of)h(some)=0A= g(sto)l(chastic)f(pr)l(o)l(c)l(esses)567 1131 y(r)l(elate)l(d)30=0A= b(to)g(sto)l(chastic)h(ge)l(ometry)f(and)g(statistic)l(al)g(me)l=0A= (chanics)0 1230 y Fi(16:15-16:35)78 b Fh(Vit)-6 b(ali)r(i)30=0A= b(A.)f(Gasanenk)n(o,)c Ff(Asymptotic)k(analysis)g(in)g(two)f(b)l=0A= (oundary)h(pr)l(oblems)0 1330 y Fi(16:40-17:00)78 b Fh(T.)27=0A= b(Sottinen,)d Ff(Busy)h(p)l(erio)l(ds)j(of)e(a)g(fr)l(actional)h(Br)l=0A= (ownian)g(typ)l(e)f(Gaussian)g(stor-)567 1430 y(age)0=0A= 1529 y Fi(17:10-17:30)78 b Fh(V.)35 b(M.)g(Radchenk)n(o,)c=0A= Ff(Inte)l(gr)l(ation)i(with)h(r)l(esp)l(e)l(ct)f(to)g(pr)l(o)l(duct)g=0A= (of)h(gener)l(al)f(r)l(an-)567 1629 y(dom)d(me)l(asur)l(e)g(and)g(r)l=0A= (e)l(al)g(function)0 1729 y Fi(17:35-17:55)78 b Fh(Ludmila)33=0A= b(L.)g(Zaitsev)-7 b(a,)29 b Ff(Wiener)j(pr)l(o)l(c)l(ess)g(with)g(two)g=0A= (p)l(artly)g(r)l(e\015e)l(cting)f(mem-)567 1828 y(br)l(anes)p=0A= eop=0A= %%Page: 5 5=0A= 5 4 bop 1050 640 a Fj(T)-11 b(uesda)l(y)g(,)44 b(4.06.2002)p=0A= 0 725 873 4 v 0 864 4 139 v 28 820 a Fg(Plenary)38 b(lectures)p=0A= 869 864 V 0 867 873 4 v 873 820 1262 4 v 2135 725 1054=0A= 4 v 2135 864 4 139 v 1317 w(Academ)m(y)f(of)i(Science)p=0A= 3185 864 V 2135 867 1054 4 v 0 984 a Fi(10:00-10:55)78=0A= b Fh(A.)31 b(V.)f(Sk)n(or)n(okhod,)c Ff(Networks)k(for)h(statistic)l=0A= (al)f(hyp)l(othesis)i(testing)0 1084 y Fi(11:00-11:55)78=0A= b Fh(M.)30 b(R)770 1077 y(\177)767 1084 y(ockner,)d Ff(Sto)l(chastic)i=0A= (dynamics)h(for)g(c)l(ontinuous)e(systems:)38 b(some)29=0A= b(r)l(e)l(c)l(ent)567 1184 y(developments)0 1310 y Fi(12:00-12:20)78=0A= b Fe(Cofee)32 b(break)0 1435 y Fi(12:20-13:15)78 b Fh(W)n(ojbor)43=0A= b(A.)g(W)n(o)n(yczynski,)e Ff(Numeric)l(al)f(metho)l(ds)i(for)f(L)n=0A= (\023)-40 b(evy)41 b(c)l(onservation)567 1535 y(laws)p=0A= 0 1699 848 4 v 0 1818 4 120 v 28 1793 a Fg(Section)c(lectures)p=0A= 844 1818 V 0 1821 848 4 v 847 1793 1484 4 v 2331 1699=0A= 857 4 v 2331 1837 4 139 v 1539 w(Kyiv)h(Univ)m(ersit)m(y)p=0A= 3185 1837 V 2331 1840 857 4 v 0 1903 440 4 v 0 2010 4=0A= 108 v 28 1985 a Fe(Section)32 b(1)p 436 2010 V 0 2013=0A= 440 4 v 38 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 815 1914 1588 4 v 815 2023 4 109 v 38 w Fc(Limit)24 b(theorems)g(for)f=0A= (indep)r(enden)n(t)j(random)d(v)l(ariables)p 2399 2023=0A= V 815 2026 1588 4 v 39 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 2778 1903 410 4 v 2778 2010 4 107 v 38 w Fe(Ro)s(om)31=0A= b(A)p 3185 2010 V 2778 2013 410 4 v 0 2117 a Fi(15:00-15:40)78=0A= b Fh(V.)35 b(V.)g(Buld)n(ygin,)i(O.)e(I.)g(Kleso)n(v,)i(and)e(J.)h(G.)f=0A= (Steineba)n(ch,)e Ff(Pr)l(op)l(erties)567 2217 y(of)e(a)f(sub)l(class)g=0A= (of)g(A)n(vakumovi)n(\023)-40 b(c)31 b(functions)f(and)g(their)g(gener)=0A= l(alize)l(d)h(inverses)0 2317 y Fi(15:45-16:05)78 b Fh(Andrey)33=0A= b(B.)f(Il)-6 b(yenk)n(o,)28 b Ff(Limit)j(the)l(or)l(ems)g(for)g=0A= (functionals)h(of)f(shot)g(noise)h(pr)l(o-)567 2417 y(c)l(esses)e(and)g=0A= (their)g(applic)l(ations)0 2517 y Fi(16:15-16:35)78 b=0A= Fh(B.)32 b(A.)g(Zalesky,)27 b Ff(Classi\014c)l(ation)32=0A= b(with)f(the)g(Gibbs)g(prior)h(distribution)f(of)g(clus-)567=0A= 2616 y(ters)0 2717 y Fi(16:40-17:00)78 b Fh(Aleksander)42=0A= b(M.)h(Iksano)n(v,)c Ff(Some)h(pr)l(oblems)g(c)l(onc)l(erning)g(\014xe)=0A= l(d)f(p)l(oints)h(of)567 2816 y(shot)30 b(noise)g(tr)l(ansforms)0=0A= 2916 y Fi(17:10-17:30)78 b Fh(A.)39 b(Zaigraev,)d Ff(Multivariate)i=0A= (lar)l(ge)f(deviations)h(for)f(sums)f(of)h(i.i.d.)61=0A= b(r)l(andom)567 3016 y(ve)l(ctors)30 b(with)g(c)l(omp)l(actly)h(supp)l=0A= (orte)l(d)f(distribution)0 3116 y Fi(17:35-17:55)78 b=0A= Fh(V)-10 b(aler)k(y)28 b(K)n(o)n(v)-7 b(al)h(',)23 b=0A= Ff(On)i(the)h(LIL)h(for)g(matrix-normalize)l(d)g(sums)e(of)i(indep)l=0A= (endent)567 3216 y(r)l(andom)j(ve)l(ctors)p 0 3283 440=0A= 4 v 0 3391 4 108 v 28 3366 a Fe(Section)i(2)p 436 3391=0A= V 0 3394 440 4 v 42 w Fd(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)p=0A= 749 3295 1724 4 v 749 3404 4 109 v 42 w Fc(Qualit)n(y)24=0A= b(Con)n(trol,)g(Reliabilit)n(y)f(Theory)-6 b(,)24 b(Queueing)g(Theory)p=0A= 2470 3404 V 749 3407 1724 4 v 43 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= p 2782 3284 406 4 v 2782 3391 4 107 v 43 w Fe(Ro)s(om)30=0A= b(B)p 3185 3391 V 2782 3394 406 4 v 0 3499 a Fi(15:00-15:40)78=0A= b Fh(L.)26 b(G.)g(Af)-7 b(anassiev)g(a)26 b(and)g(H.)g(E.)g(Bashto)n(v)=0A= -7 b(a,)22 b Ff(Queueing)j(systems)h(with)g(dou-)567=0A= 3599 y(bly)k(sto)l(chastic)h(p)l(erio)l(dic)h(Poisson)f(arrival)g(pr)l=0A= (o)l(c)l(ess)0 3699 y Fi(15:45-16:05)78 b Fh(L.)31 b(Laka)-6=0A= b(tos,)27 b Ff(A)i(r)l(etriel)h(system)g(with)g(time{limite)l(d)i=0A= (tasks)0 3799 y Fi(16:15-16:35)78 b Fh(O.)42 b(V.)f(K)n(oba,)e=0A= Ff(Stability)h(and)g(er)l(go)l(dicity)g(c)l(onditions)g(for)g(a)g=0A= (GI/G/1)g(r)l(etrial)567 3898 y(queueing)30 b(system)f(with)i(FIF)n(O)e=0A= (queueing)h(discipline)0 3999 y Fi(16:40-17:00)78 b Fh(Igor)33=0A= b(N.)e(K)n(o)n(v)-7 b(alenk)n(o,)27 b Ff(A)j(loss)h(pr)l(ob)l(ability)i=0A= (in)e(an)g(M/G/m)h(r)l(etrial)f(queueing)567 4098 y(system)f(with)g=0A= Fd(T)12 b Ff(-r)l(eturns)27 b(of)k(c)l(al)t(ls)f(in)g(light)h(tr)l=0A= (a\016c)0 4198 y Fi(17:10-17:30)78 b Fh(M.)44 b(S.)e(Bra)-6=0A= b(tiychuk)44 b(and)f(A.)g(Chydzinski,)e Ff(On)e(er)l(go)l(dic)j=0A= (distribution)f(of)567 4298 y(oscil)t(lating)32 b(queueing)d(systems)0=0A= 4398 y Fi(17:35-17:55)78 b Fh(T)-7 b(ahir)48 b(Khaniev)f(and)g(Zafer)h=0A= (Kucuk,)e Ff(Wald's)f(appr)l(oximation)h(for)f(the)567=0A= 4498 y(semi-Markovian)32 b(r)l(andom)e(walk)h(in)f(a)g(strip)p=0A= 0 4576 440 4 v 0 4684 4 108 v 28 4659 a Fe(Section)i(4)p=0A= 436 4684 V 0 4687 440 4 v 49 w Fd(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)f(:)p 947 4588 1323 4 v 947 4697 4 109 v=0A= 50 w Fc(P)n(arametric)23 b(statistics,)h(T)-6 b(est)24=0A= b(of)g(Hyp)r(otheses)p 2266 4697 V 947 4700 1323 4 v=0A= 51 w Fd(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)p=0A= 2777 4577 411 4 v 2777 4684 4 107 v 49 w Fe(Ro)s(om)31=0A= b(D)p 3185 4684 V 2777 4687 411 4 v 0 4792 a Fi(15:00-15:40)78=0A= b Fh(Alexander)34 b(Iv)-7 b(ano)n(v)32 b(and)i(Sil)-7=0A= b(vel)h(yn)33 b(Zw)-7 b(anzig,)30 b Ff(Sadd)t(lep)l(oint)k(appr)l=0A= (oxima-)567 4891 y(tions)c(in)g(r)l(e)l(gr)l(ession)0=0A= 4992 y Fi(15:45-16:05)78 b Fh(Gy)687 4985 y(\177)684=0A= 4992 y(or)n(gy)32 b(Terdik,)27 b Ff(Non-Gaussian)j(estimation)g(for)h=0A= (time)f(series)0 5092 y Fi(16:15-16:35)78 b Fh(Yu.)41=0A= b(P)-7 b(astukho)n(v)g(a,)25 b Ff(On)k(the)h(asymptotic)h(estimation)f=0A= (of)h(smo)l(oth)f(functionals)0 5192 y Fi(16:40-17:00)78=0A= b Fh(O.)41 b(G.)g(Nak)n(onechny,)d Ff(Minimax)i(me)l(an)e(squar)l(e)g=0A= (estimates)h(of)g(solutions)g(to)567 5291 y(one-dimensional)31=0A= b(b)l(oundary-value)g(pr)l(oblems)1573 5391 y Fk(5)p=0A= eop=0A= %%Page: 6 6=0A= 6 5 bop 0 42 a Fc(6)1388 b(TUESD)n(A)-6 b(Y)0 241 y Fi(17:10-17:30)78=0A= b Fh(Yu.)41 b(S.)30 b(Kharin,)d Ff(R)l(obustness)i(of)h(risk)h(in)e=0A= (statistic)l(al)i(classi\014c)l(ation)0 340 y Fi(17:35-17:55)78=0A= b Fh(A.)31 b(V.)g(Akinfin,)c Ff(On)j(r)l(obustness)f(in)h(optimal)h(r)l=0A= (e)l(gr)l(ession)g(design)g(under)e(func-)567 440 y(tional)h=0A= (distortions)p 0 507 440 4 v 0 614 4 108 v 28 589 a Fe(Section)i(9)p=0A= 436 614 V 0 617 440 4 v 36 w Fd(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)f(:)h(:)p 995 518 1238 4 v 995 627 4 109=0A= v 36 w Fc(Sto)r(c)n(hastics)26 b(and)e(Mathematical)h(Ph)n(ysics)p=0A= 2229 627 V 995 630 1238 4 v 36 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)g(:)g(:)g(:)g(:)p 2788 508 401 4 v 2788 614=0A= 4 107 v 36 w Fe(Ro)s(om)30 b(E)p 3185 614 V 2788 617=0A= 401 4 v 0 722 a Fi(15:00-15:40)78 b Fh(R.)32 b(Minlos,)26=0A= b Ff(The)31 b(lower)g(br)l(anches)f(of)h(sp)l(e)l(ctrum)e(of)i(the)f=0A= (system)f(like)i(p)l(olar)l(on)0 821 y Fi(15:45-16:25)78=0A= b Fh(Yu.)48 b(M.)34 b(Berezanski)1355 814 y(\025)1365=0A= 821 y(\020)g(and)g(E.)f(L)-7 b(ytvyno)n(v,)29 b Ff(Jac)l(obi)k=0A= (\014elds,)h(c)l(orr)l(esp)l(onding)567 921 y(sp)l(e)l(ctr)l(al)c(me)l=0A= (asur)l(es)f(and)i(some)f(applic)l(ations)0 1020 y Fi(16:35-16:55)78=0A= b Fh(Ana)-6 b(tol)g(y)31 b(N.)e(K)n(ochubei,)e Ff(Stable-like)i(pr)l(o)=0A= l(c)l(esses)h(over)g(an)f(in\014nite)f(extension)567=0A= 1120 y(of)j(a)f(non-A)n(r)l(chime)l(de)l(an)g(lo)l(c)l(al)g(\014eld)0=0A= 1220 y Fi(17:00-17:20)78 b Fh(D.)31 b(L.)g(Finkelshtein,)c=0A= Ff(Sp)l(e)l(ctr)l(al)j(gap)h(ine)l(qualities)f(on)g(c)l(on\014gur)l=0A= (ation)g(sp)l(ac)l(es)p 0 1297 488 4 v 0 1405 4 108 v=0A= 28 1380 a Fe(Section)i(10)p 484 1405 V 0 1408 488 4 v=0A= 46 w Fd(:)14 b(:)f(:)p 620 1309 2037 4 v 620 1418 4 109=0A= v 47 w Fc(Statistical)24 b(Metho)r(ds)h(with)f(Applications)g(to)g=0A= (Insurance)h(and)f(Finance)p 2654 1418 V 620 1421 2037=0A= 4 v 47 w Fd(:)14 b(:)g(:)p 2790 1298 398 4 v 2790 1405=0A= 4 107 v 47 w Fe(Ro)s(om)30 b(F)p 3185 1405 V 2790 1408=0A= 398 4 v 0 1511 a Fi(15:00-15:40)78 b Fh(J.)41 b(M.)f(Cor)n(cuera,)i(P.)=0A= e(Imkeller,)h(A.)f(K)n(oha)-6 b(tsu-Higa,)42 b(D.)e(Nualar)-6=0A= b(t,)567 1611 y Ff(Mo)l(del)t(ling)32 b(insider's)f(information)g(in)f=0A= (the)g(Black-Scholes)i(mo)l(del)0 1710 y Fi(15:45-16:05)78=0A= b Fh(Yu.)62 b(Iv)-7 b(ank)n(o)37 b(and)h(R.)g(Maibor)n(od)n(a,)e=0A= Ff(On)f(classi\014c)l(ation)i(by)g(mixtur)l(es)d(with)567=0A= 1810 y(varying)d(c)l(onc)l(entr)l(ations)0 1909 y Fi(16:15-16:35)78=0A= b Fh(O.)27 b(Kuba)-6 b(ychuk)27 b(and)g(R.)g(Maibor)n(od)n(a,)c=0A= Ff(A)l(daptive)k(estimators)g(for)f(moments)567 2009=0A= y(by)k(observations)h(fr)l(om)g(mixtur)l(es)0 2109 y=0A= Fi(16:40-17:00)78 b Fh(Nadiy)-6 b(a)26 b(R)n(udomino-Dusy)-6=0A= b(a)g(tska,)23 b Ff(Consistency)j(and)g(asymptotic)g(normality)567=0A= 2208 y(of)f(drift)h(p)l(ar)l(ameter)f(estimates)g(in)g(fr)l(actional)h=0A= (Br)l(ownian)f(and)g(mixe)l(d)g(Br)l(ownian-)567 2308=0A= y(fr)l(actional)31 b(Br)l(ownian)g(di\013usion)g(mo)l(dels)0=0A= 2408 y Fi(17:10-17:30)78 b Fh(Andriy)35 b(B.)g(Kaminsky,)d=0A= Ff(Statistic)l(al)h(analysis)i(of)f(Eur)l(op)l(e)l(an)f(emer)l(ging)h=0A= (mar-)567 2507 y(kets)c(attr)l(activeness)f(for)i(p)l(ortfolio)h=0A= (investments)0 2607 y Fi(17:35-17:55)78 b Fh(O.)33 b(V.)g(Hor)n(obets)g=0A= (and)f(Y)-7 b(a.)46 b(I.)32 b(Yeleyk)n(o,)d Ff(Estimate)j(of)g(b)l=0A= (ankruptcy)g(pr)l(ob-)567 2706 y(ability)f(in)f(unstable)g(e)l(c)l=0A= (onomic)g(situation.)p 0 2784 488 4 v 0 2892 4 108 v=0A= 28 2867 a Fe(Section)i(11)p 484 2892 V 0 2895 488 4 v=0A= 35 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)p 1153 2796 964 4 v 1153 2904 4 109 v 36 w=0A= Fc(Probabilistic)23 b(Num)n(b)r(er)g(Theory)p 2113 2904=0A= V 1153 2907 964 4 v 37 w Fd(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p 2781 2785 407 4 v 2781=0A= 2892 4 107 v 36 w Fe(Ro)s(om)30 b(C)p 3185 2892 V 2781=0A= 2895 407 4 v 0 2999 a Fi(15:00-15:20)78 b Fh(Karl-Heinz)30=0A= b(Indlek)n(ofer,)c Ff(A)j(new)g(appr)l(o)l(ach)i(to)e(pr)l(ob)l=0A= (abilistic)i(numb)l(er)d(the-)567 3098 y(ory)0 3198 y=0A= Fi(15:25-15:45)78 b Fh(S.)31 b(Kanemitsu,)d Ff(R)l(amanujan)-8=0A= b('s)29 b(formula)i(and)f(mo)l(dular)g(forms)0 3298 y=0A= Fi(15:55-16:15)78 b Fh(Wen-Bin)32 b(Zhang,)27 b Ff(Me)l(an-value)j(the)=0A= l(or)l(ems)g(via)h(Hal\023)-42 b(asz's)31 b(metho)l(d)0=0A= 3397 y Fi(16:20-16:40)78 b Fh(M.)31 b(Fuchs,)d Ff(A)h(pr)l(oblem)i(of)g=0A= (L)l(eV)-6 b(e)l(que)29 b(in)g(metric)h(diophantine)i(appr)l(oximation)=0A= 0 3497 y Fi(16:50-17:10)78 b Fh(W)n(olf)n(gang)39 b(Steiner,)e=0A= Ff(On)e(the)i(joint)g(distribution)g(of)g Fd(q)s Ff(-additive)h=0A= (functions)567 3596 y(on)30 b(p)l(olynomial)i(se)l(quenc)l(es)0=0A= 3696 y Fi(17:15-17:35)78 b Fh(I.)31 b(K)727 3689 y(\023)724=0A= 3696 y(at)-6 b(ai,)28 b Ff(Some)i(r)l(esults)e(on)i Fd(q)s=0A= Ff(-additive)i(functions)0 3796 y Fi(17:45-18:05)78 b=0A= Fh(P)-7 b(a)g(vel)30 b(V)-10 b(arbanets,)28 b Ff(On)g(the)i(numb)l(er)f=0A= (of)h(prime)h(factors)g(of)f(inte)l(ger)g(matric)l(es)0=0A= 3895 y Fi(18:10-18:30)78 b Fh(A.)31 b(La)n(urin)973 3888=0A= y(\024)971 3895 y(cikas,)c Ff(Limit)j(the)l(or)l(ems)g(for)g(gener)l=0A= (al)h(Dirichlet)g(series)p eop=0A= %%Page: 7 7=0A= 7 6 bop 959 640 a Fj(W)-11 b(ednesda)l(y)g(,)46 b(5.06.2002)p=0A= 0 778 848 4 v 0 897 4 120 v 28 872 a Fg(Section)37 b(lectures)p=0A= 844 897 V 0 900 848 4 v 847 872 1484 4 v 2331 778 857=0A= 4 v 2331 916 4 139 v 1539 w(Kyiv)h(Univ)m(ersit)m(y)p=0A= 3185 916 V 2331 919 857 4 v 0 983 440 4 v 0 1091 4 108=0A= v 28 1066 a Fe(Section)32 b(1)p 436 1091 V 0 1094 440=0A= 4 v 38 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 815 995 1588 4 v 815 1103 4 109 v 38 w Fc(Limit)24 b(theorems)g(for)f=0A= (indep)r(enden)n(t)j(random)d(v)l(ariables)p 2399 1103=0A= V 815 1106 1588 4 v 39 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 2778 984 410 4 v 2778 1091 4 107 v 38 w Fe(Ro)s(om)31=0A= b(A)p 3185 1091 V 2778 1094 410 4 v 0 1199 a Fi(10:00-10:40)78=0A= b Fh(Vygant)-6 b(as)25 b(P)-7 b(a)n(ula)n(uskas,)20 b=0A= Ff(Some)k(r)l(e)l(c)l(ent)e(r)l(esults)h(for)h(multivariate)g(stable)g=0A= (laws)0 1300 y Fi(10:45-11:05)78 b Fh(Peter)35 b(Major,)30=0A= b Ff(A)n(n)i(estimate)g(ab)l(out)g(multiple)h(sto)l(chastic)g(inte)l=0A= (gr)l(als)g(with)f(r)l(e-)567 1400 y(sp)l(e)l(ct)d(to)h(a)g(normalize)l=0A= (d)h(empiric)l(al)h(me)l(asur)l(e)0 1500 y Fi(11:15-11:35)78=0A= b Fh(A.)29 b(I.)g(Mar)-6 b(tikainen,)26 b Ff(On)i(r)l(ate)g(of)h(c)l=0A= (onver)l(genc)l(e)f(in)g(almost)h(sur)l(e)f(c)l(entr)l(al)f(limit)567=0A= 1600 y(the)l(or)l(em)0 1700 y Fi(11:40-12:00)78 b Fh(Andrei)30=0A= b(N.)e(Fr)n(olo)n(v,)d Ff(Str)l(ong)i(laws)i(for)g(incr)l(ements)e(of)i=0A= (sums)f(of)g(indep)l(endent)567 1800 y(r)l(andom)i(variables)0=0A= 1901 y Fi(12:10-12:30)78 b Fh(A.)30 b(V.)f(Bulinski,)g(S.)h(V.)f=0A= (Dilman,)c Ff(Some)k(gener)l(alizations)i(of)e(the)g(Hartman{)567=0A= 2000 y(Wintner)g(the)l(or)l(em)0 2101 y Fi(12:35-12:55)78=0A= b Fh(S.)31 b(Zhulenev,)c Ff(A)n(b)l(out)i(other)h(p)l(ar)l=0A= (ametrization)h(in)f(lar)l(ge)g(deviations)p 0 2180 440=0A= 4 v 0 2288 4 108 v 28 2263 a Fe(Section)i(2)p 436 2288=0A= V 0 2291 440 4 v 42 w Fd(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)p=0A= 749 2192 1724 4 v 749 2301 4 109 v 42 w Fc(Qualit)n(y)24=0A= b(Con)n(trol,)g(Reliabilit)n(y)f(Theory)-6 b(,)24 b(Queueing)g(Theory)p=0A= 2470 2301 V 749 2304 1724 4 v 43 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= p 2782 2181 406 4 v 2782 2288 4 107 v 43 w Fe(Ro)s(om)30=0A= b(B)p 3185 2288 V 2782 2291 406 4 v 0 2397 a Fi(10:00-10:20)78=0A= b Fh(E.)31 b(A.)f(Lebedev,)e Ff(Limit)i(the)l(or)l(ems)g(for)h=0A= (multi-channel)f(networks)0 2497 y Fi(10:25-11:05)78=0A= b Fh(Dieter)37 b(Ba)n(um,)f(Igor)f(N.)g(K)n(o)n(v)-7=0A= b(alenk)n(o,)31 b Ff(On)i(gr)l(aph)i(mo)l(dels)f(for)g(c)l(ommuni-)567=0A= 2597 y(c)l(ating)c(mobiles)h(in)f(ac)l(c)l(ess)g(ar)l(e)l(as)0=0A= 2697 y Fi(11:15-11:35)78 b Fh(V.A.)30 b(Topchi)r(i,)h(V.)g(A.)f(V)-10=0A= b(a)k(tutin,)32 b(E.)e(B.)h(Y)-7 b(ar)n(o)n(v)g(a)h(y)g(a,)27=0A= b Ff(Catalytic)k(br)l(anching)567 2797 y(r)l(andom)h(walk)g(and)g=0A= (queueing)f(systems)h(with)g(r)l(andom)g(numb)l(er)e(of)i(indep)l=0A= (endent)567 2897 y(servers)0 2997 y Fi(11:40-12:00)78=0A= b Fh(G.)31 b(Mishk)n(o)n(y,)c Ff(Queues)i(with)h(switching)h(times)f=0A= (and)g(priorities)0 3098 y Fi(12:10-12:30)78 b Fh(S.)34=0A= b(I.)f(Dotsenk)n(o)h(and)g(O.)f(K.)h(Zakusilo,)29 b Ff(On)i(the)i=0A= (asymptotic)g(b)l(ehavior)h(of)567 3197 y(single-server)d(queueing)e=0A= (systems)0 3298 y Fi(12:35-12:55)78 b Fh(M.)42 b(Y)-7=0A= b(a.)72 b(Post)-6 b(an,)39 b Ff(Stationary)h(queue-length)f=0A= (distribution)g(in)h(the)f(M/G/N)567 3398 y(typ)l(e)30=0A= b(system)f(with)i(blocjkage)h(of)f(servers)p 0 3477 440=0A= 4 v 0 3585 4 108 v 28 3560 a Fe(Section)h(8)p 436 3585=0A= V 0 3588 440 4 v 37 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h=0A= (:)g(:)g(:)g(:)g(:)p 1036 3489 1151 4 v 1036 3585 4 97=0A= v 38 w Fc(Limit)23 b(Theorems)h(for)f(Random)h(Fields)p=0A= 2182 3585 V 1036 3588 1151 4 v 37 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)p 2781 3478 407 4=0A= v 2781 3585 4 107 v 38 w Fe(Ro)s(om)30 b(C)p 3185 3585=0A= V 2781 3588 407 4 v 0 3686 a Fi(10:00-10:40)78 b Fh(A.)31=0A= b(Ra)807 3679 y(\024)805 3686 y(cka)n(uskas)g(and)g(C.)g(Suquet,)c=0A= Ff(H\177)-42 b(olderian)32 b(F)n(CL)-6 b(T)30 b(in)g(Banach)h(sp)l(ac)l=0A= (es)0 3787 y Fi(10:45-11:05)78 b Fh(A.)32 b(Y)-7 b(a.)44=0A= b(Olenk)n(o)33 b(and)f(T.)h(K.)f(Pog)1830 3780 y(\023)1827=0A= 3787 y(any,)c Ff(Dir)l(e)l(ct)j(L)l(agr)l(ange-Y)-6 b(en)30=0A= b(typ)l(e)h(inter-)567 3886 y(p)l(olation)g(of)g(b)l(and)t(limite)l(d)g=0A= (r)l(andom)f(\014elds)0 3987 y Fi(11:15-11:35)78 b Fh(A.)27=0A= b(A.)f(Mal)-6 b(y)g(arenk)n(o,)24 b Ff(Mo)l(dules)j(of)g(c)l(ontinuity)=0A= e(and)i(fast)f(p)l(oints)h(for)f(Gaussian)567 4086 y(isotr)l(opic)31=0A= b(r)l(andom)g(\014elds)0 4187 y Fi(11:40-12:00)78 b Fh(Zo)n(y)-6=0A= b(a)27 b(O.)g(Vyzhv)-7 b(a,)22 b Ff(A)n(b)l(out)j(appr)l(oximation)j=0A= (of)e(r)l(andom)h(\014elds)f(on)g(3-dimensio-)567 4286=0A= y(nal)k(sp)l(ac)l(e)0 4387 y Fi(12:10-12:30)78 b Fh(Anna)25=0A= b(Mir)n(oshnichenk)n(o,)e Ff(The)i(mo)l(del)h(of)f(pr)l(ob)l(abilistic)=0A= i(movements)d(of)i(liquid)567 4487 y(solution)k(layers)h(in)f(the)f=0A= (active)i(phase)g(of)g(its)f(r)l(e)l(action)p 0 4566=0A= 440 4 v 0 4674 4 108 v 28 4649 a Fe(Section)i(9)p 436=0A= 4674 V 0 4677 440 4 v 36 w Fd(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)f(:)h(:)p 995 4578 1238 4 v 995 4687 4 109=0A= v 36 w Fc(Sto)r(c)n(hastics)26 b(and)e(Mathematical)h(Ph)n(ysics)p=0A= 2229 4687 V 995 4690 1238 4 v 36 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= f(:)h(:)g(:)g(:)g(:)g(:)g(:)p 2788 4567 401 4 v 2788=0A= 4674 4 107 v 36 w Fe(Ro)s(om)30 b(E)p 3185 4674 V 2788=0A= 4677 401 4 v 0 4790 a Fi(10:00-10:40)78 b Fh(R.)32 b(L)744=0A= 4783 y(\023)744 4790 y(eandre,)27 b Ff(Classifying)32=0A= b(sp)l(ac)l(es)f(and)f(sto)l(chastic)g(Dir)l(ac{R)l(amond)h(op)l(er)l=0A= (ator)0 4890 y Fi(10:45-11:05)78 b Fh(M.)31 b(N.)g(Feller,)c=0A= Ff(On)i(in\014nite-dimensional)i(non-line)l(ar)f(p)l(ar)l(ab)l(olic)i=0A= (e)l(quations)0 4991 y Fi(11:15-11:35)78 b Fh(Victor)31=0A= b(I.)g(Bakhtin,)c Ff(Perr)l(on{F)-6 b(r)l(ob)l(enius)30=0A= b(dynamic)l(al)i(systems)0 5091 y Fi(11:40-12:00)78 b=0A= Fh(Tetjana)32 b(P)-7 b(asurek,)27 b Ff(Gibbs)k(me)l(asur)l(es)e(on)h=0A= (lo)l(op)h(lattic)l(es)0 5192 y Fi(12:10-12:30)78 b Fh(Oleksandr)36=0A= b(Kuto)n(vyy,)e Ff(On)f(r)l(elations)i(b)l(etwe)l(en)f(a)h(priori)h(b)l=0A= (ounds)e(for)h(me)l(a-)567 5291 y(sur)l(es)29 b(on)h(c)l(on\014gur)l=0A= (ation)f(sp)l(ac)l(e)1573 5391 y Fk(7)p eop=0A= %%Page: 8 8=0A= 8 7 bop 0 42 a Fc(8)1326 b(WEDNESD)n(A)-6 b(Y)0 241 y=0A= Fi(12:35-12:55)78 b Fh(A.)32 b(D.)g(Pulemeto)n(v,)d Ff(On)h(the)h=0A= (gener)l(alize)l(d)h(joint)g(eigenve)l(ctors)g(exp)l(ansion)f(for)567=0A= 340 y(c)l(ommuting)e(normal)i(op)l(er)l(ators)p 0 418=0A= 488 4 v 0 526 4 108 v 28 501 a Fe(Section)h(10)p 484=0A= 526 V 0 529 488 4 v 46 w Fd(:)14 b(:)f(:)p 620 430 2037=0A= 4 v 620 538 4 109 v 47 w Fc(Statistical)24 b(Metho)r(ds)h(with)f=0A= (Applications)g(to)g(Insurance)h(and)f(Finance)p 2654=0A= 538 V 620 541 2037 4 v 47 w Fd(:)14 b(:)g(:)p 2790 419=0A= 398 4 v 2790 526 4 107 v 47 w Fe(Ro)s(om)30 b(F)p 3185=0A= 526 V 2790 529 398 4 v 0 633 a Fi(10:00-10:40)78 b Fh(El)-6=0A= b(y)34 b(Merzba)n(ch)g(and)f(Gail)g(Iv)-7 b(anoff,)30=0A= b Ff(R)l(andom)i(c)l(ensoring)g(in)g(set-indexe)l(d)567=0A= 732 y(survival)f(analysis)0 832 y Fi(10:45-11:15)78 b=0A= Fh(Basel)25 b(M.)f(Al-Eideh)g(and)g(Merza)h(H.)f(Hasan,)d=0A= Ff(Gr)l(owth)k(pric)l(e)f(mo)l(del)h(under)567 931 y(r)l(andom)30=0A= b(envir)l(onment:)39 b(A)29 b(sto)l(chastic)i(analysis)0=0A= 1031 y Fi(11:25-11:55)78 b Fh(D.)33 b(S.)g(Sil)-7 b(vestr)n(o)n(v,)33=0A= b(A.)f(G.)h(Kukush,)f(H.)h(J)2117 1024 y(\177)2114 1031=0A= y(onsson,)g(V.)f(G.)h(Galochkin,)567 1131 y(V.)40 b(G.)f(Sibir)-6=0A= b(tsev,)39 b Ff(Studies)f(of)g(optimal)i(stopping)e(str)l(ate)l(gies)g=0A= (for)h(A)n(meric)l(an)567 1230 y(typ)l(e)30 b(options)0=0A= 1330 y Fi(12:00-12:20)78 b Fh(D.)28 b(S.)g(Sil)-7 b(vestr)n(o)n(v,)28=0A= b(A.)f(A.)h(Mal)-6 b(y)g(arenk)n(o,)29 b(M.)f(O.)g(Dr)n(ozdenk)n(o,)c=0A= Ff(Sto)l(chas-)567 1430 y(tic)30 b(mo)l(deling)h(of)f(insur)l(anc)l(e)g=0A= (business)p 0 1507 488 4 v 0 1615 4 108 v 28 1590 a Fe(Section)i(13)p=0A= 484 1615 V 0 1618 488 4 v 37 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 1305 1519 654 4 v 1305 1628 4 109 v 38 w Fc(Sto)r(c)n(hastic)25=0A= b(Analysis)p 1955 1628 V 1305 1631 654 4 v 38 w Fd(:)14=0A= b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)p 2775 1508 413 4 v 2775 1615 4 107 v=0A= 38 w Fe(Ro)s(om)30 b(G)p 3185 1615 V 2775 1618 413 4=0A= v 0 1722 a Fi(10:00-10:40)78 b Fh(Ser)n(gey)25 b(Y)-7=0A= b(a.)38 b(Makhno,)21 b Ff(Asymptotic)j(b)l(ehavior)i(of)e(gener)l=0A= (alize)l(d)h(di\013usion)g(pr)l(o-)567 1821 y(c)l(esses)0=0A= 1921 y Fi(10:45-11:05)78 b Fh(Yu.)47 b(S.)32 b(Mishura)i(and)f(D.)g=0A= (Nualar)-6 b(t,)29 b Ff(Some)i(pr)l(op)l(erties)i(of)g(sto)l(chastic)f=0A= (dif-)567 2021 y(fer)l(ential)f(e)l(quations)f(driven)g(by)g(fr)l=0A= (actional)i(Br)l(ownian)e(motion)0 2120 y Fi(11:15-11:35)78=0A= b Fh(A.)30 b(A.)g(P)-7 b(ashk)n(o,)25 b Ff(On)j(the)i(distribution)f=0A= (of)h(supr)l(ema)f(of)h(sub-Gaussian)f(r)l(andom)567=0A= 2220 y(\014elds)0 2320 y Fi(11:40-12:00)78 b Fh(I.)30=0A= b(N.)e(Zelepugina,)f Ff(On)g(the)i(r)l(ate)f(of)i(uniformly)f(c)l=0A= (onver)l(genc)l(e)g(of)g(c)l(ertain)g(sub-)567 2419 y(gaussian)h(r)l=0A= (andom)h(multiple)f(series)0 2519 y Fi(12:10-12:30)78=0A= b Fh(L.)41 b(E.)f(Shaikhet,)f Ff(Lyapunov)g(functionals)g(and)g=0A= (stability)g(of)h(nonline)l(ar)e(sto-)567 2618 y(chastic)31=0A= b(di\013er)l(enc)l(e)f(V)-6 b(olterr)l(a)30 b(e)l(quations)0=0A= 2718 y Fi(12:35-12:55)78 b Fh(V.)32 b(K.)f(Y)-7 b(asinsky,)31=0A= b(L.)g(I.)g(Y)-7 b(asinska,)31 b(and)h(I.)f(V.)g(Yur)n(chenk)n(o,)c=0A= Ff(limit)k(pr)l(op-)567 2818 y(erties)26 b(in)f(the)h(me)l(an)f(squar)l=0A= (e)h(of)g(the)g(solutions)g(of)g(a)g(line)l(ar)g(sto)l(chastic)g=0A= (functional)567 2917 y(di\013er)l(ential)31 b(e)l(quations)f(with)g=0A= (in\014nite)g(after)l(e\013e)l(ct)p eop=0A= %%Page: 9 9=0A= 9 8 bop 1012 640 a Fj(Th)l(ursda)l(y)-11 b(,)45 b(6.06.2002)p=0A= 0 724 873 4 v 0 863 4 139 v 28 818 a Fg(Plenary)38 b(lectures)p=0A= 869 863 V 0 866 873 4 v 873 818 1262 4 v 2135 724 1054=0A= 4 v 2135 863 4 139 v 1317 w(Academ)m(y)f(of)i(Science)p=0A= 3185 863 V 2135 866 1054 4 v 0 989 a Fi(10:00-10:55)78=0A= b Fh(S)616 982 y(\023)613 989 y(andor)31 b(Cs)1007 982=0A= y(\177)1004 989 y(or)n(g)1161 982 y(})1158 989 y(o,)d=0A= Ff(Domains)j(of)f(attr)l(action)g(and)h(domains)g(of)g(p)l(artial)g=0A= (attr)l(ac-)567 1088 y(tion:)39 b(Gne)l(denko)30 b(and)g(after)0=0A= 1188 y Fi(11:00-11:55)78 b Fh(J.)31 b(G.)g(Steineba)n(ch,)d=0A= Ff(Dete)l(cting)h(changes)i(via)g(invarianc)l(e)0 1312=0A= y Fi(12:00-12:20)78 b Fe(Cofee)32 b(break)0 1437 y Fi(12:20-13:15)78=0A= b Fh(Monique)32 b(Jeanblanc,)27 b Ff(Cr)l(e)l(dit)j(risk)p=0A= 0 1614 848 4 v 0 1733 4 120 v 28 1708 a Fg(Section)37=0A= b(lectures)p 844 1733 V 0 1736 848 4 v 847 1708 1484=0A= 4 v 2331 1614 857 4 v 2331 1752 4 139 v 1539 w(Kyiv)h(Univ)m(ersit)m(y)=0A= p 3185 1752 V 2331 1755 857 4 v 0 1817 440 4 v 0 1925=0A= 4 108 v 28 1900 a Fe(Section)32 b(1)p 436 1925 V 0 1928=0A= 440 4 v 38 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 815 1828 1588 4 v 815 1937 4 109 v 38 w Fc(Limit)24 b(theorems)g(for)f=0A= (indep)r(enden)n(t)j(random)d(v)l(ariables)p 2399 1937=0A= V 815 1940 1588 4 v 39 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 2778 1818 410 4 v 2778 1925 4 107 v 38 w Fe(Ro)s(om)31=0A= b(A)p 3185 1925 V 2778 1928 410 4 v 0 2032 a Fi(15:00-15:40)78=0A= b Fh(Istv)-7 b(an)31 b(Berkes,)d Ff(On)h(the)g(almost)i(sur)l(e)e(c)l=0A= (entr)l(al)g(limit)i(the)l(or)l(em)0 2131 y Fi(15:45-16:05)78=0A= b Fh(Yur)-6 b(y)38 b(S.)e(Khokhlo)n(v,)e Ff(Domains)h(of)h(attr)l=0A= (action)f(in)g(multivariate)h(Gne)l(denko)567 2231 y(pr)l(oblem)31=0A= b(under)e(op)l(er)l(ator)i(normalization)0 2330 y Fi(16:15-16:35)78=0A= b Fh(Zdzis )-27 b(la)-7 b(w)35 b(R)-7 b(ychlik,)32 b=0A= Ff(We)l(ak)i(c)l(onver)l(genc)l(e)g(of)h(r)l(andom)f(sums)f(and)h=0A= (maximum)567 2430 y(r)l(andom)c(sums)f(under)h(nonr)l(andom)g(norming)0=0A= 2530 y Fi(16:40-17:00)78 b Fh(O.)37 b(E.)g(Sherbak)n(o)n(v)-7=0A= b(a,)33 b Ff(The)j(asymptotic)g(b)l(ehaviour)h(of)e(r)l(andom)h=0A= (\014elds)f(incr)l(e-)567 2629 y(ment)0 2729 y Fi(17:10-17:30)78=0A= b Fh(Nadiy)-6 b(a)37 b(Zinchenk)n(o,)d Ff(Stable)h(pr)l(o)l(c)l(esses)g=0A= (and)g(\014elds:)49 b(str)l(ong)35 b(limit)g(the)l(or)l(ems)567=0A= 2829 y(with)30 b(applic)l(ations)i(to)e(statistic)l(al)g(infer)l(enc)l=0A= (e)0 2928 y Fi(17:35-17:55)78 b Fh(R.)38 b(Ahmad)e(and)h(A.)g(M.)g=0A= (Abouammoh,)c Ff(Some)i(r)l(emarks)g(on)g(classes)h(of)g=0A= Fd(A)p Ff(-)567 3028 y(indep)l(endent)30 b(and)h(in\014nitely)f=0A= Fd(A)p Ff(-divisible)i(pr)l(ob)l(ability)g(distributions)p=0A= 0 3105 440 4 v 0 3213 4 108 v 28 3188 a Fe(Section)g(4)p=0A= 436 3213 V 0 3216 440 4 v 49 w Fd(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)f(:)p 947 3117 1323 4 v 947 3226 4 109 v=0A= 50 w Fc(P)n(arametric)23 b(statistics,)h(T)-6 b(est)24=0A= b(of)g(Hyp)r(otheses)p 2266 3226 V 947 3229 1323 4 v=0A= 51 w Fd(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)p=0A= 2777 3106 411 4 v 2777 3213 4 107 v 49 w Fe(Ro)s(om)31=0A= b(D)p 3185 3213 V 2777 3216 411 4 v 0 3320 a Fi(15:00-15:20)78=0A= b Fh(A.)31 b(G.)f(Kukush,)d Ff(The)k(element-wise)f(weighte)l(d)h=0A= (total)f(le)l(ast)g(squar)l(es)g(pr)l(oblem)0 3420 y=0A= Fi(15:25-15:45)78 b Fh(Ka)n(cha)41 b(Dzhap)-6 b(aridze,)42=0A= b(Peter)e(Spreij,)j(Esk)n(o)c(V)-10 b(alkeila,)37 b Ff(Information)567=0A= 3519 y(pr)l(o)l(c)l(esses)30 b(for)h(semimartingale)g(exp)l(eriments)0=0A= 3619 y Fi(15:55-16:15)78 b Fh(M.)29 b(Hazewinkel,)d Ff(Pr)l(ob)l=0A= (abilistic)k(mo)l(dels)f(for)f(dynamic)i(thesauri)e(and)h(indexes)0=0A= 3718 y Fi(16:20-16:40)78 b Fh(V.)26 b(V.)g(Anh,)h(N.)f(N.)g(Leonenk)n=0A= (o,)h(and)g(L.)f(M.)g(Sakhno,)d Ff(Par)l(ameter)k(estima-)567=0A= 3818 y(tion)35 b(of)i(r)l(andom)e(pr)l(o)l(c)l(esses)h(and)g(\014elds)g=0A= (b)l(ase)l(d)g(on)f(information)i(of)f(the)g(se)l(c)l(ond)567=0A= 3918 y(and)30 b(higher)i(or)l(ders)0 4017 y Fi(16:50-17:10)78=0A= b Fh(V.)31 b(V.)f(Zaia)-6 b(ts,)28 b Ff(Par)l(ametric)j(infer)l(enc)l=0A= (e)f(for)g(the)g(c)l(orr)l(elation)h(function)p 0 4095=0A= 440 4 v 0 4202 4 108 v 28 4177 a Fe(Section)h(8)p 436=0A= 4202 V 0 4205 440 4 v 37 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= f(:)h(:)g(:)g(:)g(:)g(:)p 1036 4106 1151 4 v 1036 4202=0A= 4 97 v 38 w Fc(Limit)23 b(Theorems)h(for)f(Random)h(Fields)p=0A= 2182 4202 V 1036 4205 1151 4 v 37 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)p 2781 4095 407 4=0A= v 2781 4202 4 107 v 38 w Fe(Ro)s(om)30 b(C)p 3185 4202=0A= V 2781 4205 407 4 v 0 4302 a Fi(15:00-15:40)78 b Fh(P)-7=0A= b(a)n(ul)31 b(Doukhan,)26 b Ff(A)j(new)h(c)l(ondition)h(of)g(we)l(ak)f=0A= (dep)l(endenc)l(e)0 4401 y Fi(15:45-16:05)78 b Fh(E.)42=0A= b(M.)g(Mold)n(a)-7 b(vska)h(y)g(a,)40 b Ff(Asymptotic)g(pr)l(op)l=0A= (erties)h(of)f(LSE)g(in)f(long-memory)567 4501 y(r)l(e)l(gr)l(ession)30=0A= b(mo)l(dels)h(with)f(ine)l(quality-c)l(onstr)l(aints)0=0A= 4601 y Fi(16:15-16:35)78 b Fh(Yu.)52 b(K)n(oza)n(chenk)n(o,)35=0A= b(T.)g(Sottinen,)h(O.)f(V)-10 b(asyl)k(yk,)31 b Ff(We)l(ak)j(c)l(onver)=0A= l(genc)l(e)f(to)567 4700 y(a)d(fr)l(actional)h(Br)l(ownian)g(motion)0=0A= 4800 y Fi(16:40-17:00)78 b Fh(G.)28 b(M.)h(Rakhimo)n(v,)c=0A= Ff(The)j(asymptotic)h(b)l(ehaviour)g(of)f(an)f(estimate)h(for)g(the)g=0A= (c)l(or-)567 4900 y(r)l(elation)i(function)g(of)h(a)f(isotr)l(opic)h(r)=0A= l(andom)g(\014eld)f(on)g(the)g(spher)l(e)0 4999 y Fi(17:10-17:50)78=0A= b Fh(A.)29 b(V.)f(Bulinski)1149 4992 y(\025)1159 4999=0A= y(\020)h(and)g(N.)g(N.)f(Leonenk)n(o,)d Ff(A)j(discussion)h(on)f(r)l=0A= (andom)h(\014elds)p 0 5077 440 4 v 0 5184 4 108 v 28=0A= 5159 a Fe(Section)j(9)p 436 5184 V 0 5187 440 4 v 36=0A= w Fd(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)p=0A= 995 5088 1238 4 v 995 5197 4 109 v 36 w Fc(Sto)r(c)n(hastics)26=0A= b(and)e(Mathematical)h(Ph)n(ysics)p 2229 5197 V 995 5200=0A= 1238 4 v 36 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g=0A= (:)g(:)p 2788 5077 401 4 v 2788 5184 4 107 v 36 w Fe(Ro)s(om)30=0A= b(E)p 3185 5184 V 2788 5187 401 4 v 0 5291 a Fi(15:00-15:40)78=0A= b Fh(L.)31 b(A)n(ccardi,)26 b Ff(Non-line)l(ar)k(white)h(noise)f(c)l=0A= (alculus)1573 5391 y Fk(9)p eop=0A= %%Page: 10 10=0A= 10 9 bop 0 42 a Fc(10)1324 b(THURSD)n(A)-6 b(Y)0 241=0A= y Fi(15:45-16:05)78 b Fh(Z.)45 b(Brzezniak,)e Ff(Asymptotic)l(al)g(c)l=0A= (omp)l(actness)f(of)h(sto)l(chastic)g(Navier{Stokes)567=0A= 340 y(e)l(quations)30 b(on)g(some)g(unb)l(ounde)l(d)f(2D)h(domains)0=0A= 440 y Fi(16:15-16:35)78 b Fh(Lothar)25 b(Breuer,)d Ff(A)i(pie)l(c)l=0A= (ewise{deterministic)j(mo)l(del)e(for)g(Br)l(ownian)g(motion)0=0A= 540 y Fi(16:40-17:00)78 b Fh(Yuri)31 b(K)n(ozitsky,)26=0A= b Ff(Critic)l(al)32 b(p)l(oint)e(of)g(a)g(quantum)f(hier)l(ar)l(chic)l=0A= (al)j(mo)l(del)0 639 y Fi(17:10-17:30)78 b Fh(A.)33 b(Yu.)48=0A= b(K)n(onst)-6 b(antino)n(v,)30 b Ff(On)h(the)h(uniqueness)g(pr)l(oblem)=0A= h(for)g(singular)f(di\013u-)567 739 y(sion)e(op)l(er)l(ators)0=0A= 839 y Fi(17:35-17:55)78 b Fh(E.)35 b(D.)h(Belok)n(olos,)31=0A= b Ff(In\014nitely)j(divisible)i(and)e(stable)g(r)l(andom)h(variables)h=0A= (and)567 938 y(statistic)l(al)30 b(me)l(chanics)p 0 1005=0A= 488 4 v 0 1113 4 108 v 28 1088 a Fe(Section)i(10)p 484=0A= 1113 V 0 1116 488 4 v 46 w Fd(:)14 b(:)f(:)p 620 1017=0A= 2037 4 v 620 1125 4 109 v 47 w Fc(Statistical)24 b(Metho)r(ds)h(with)f=0A= (Applications)g(to)g(Insurance)h(and)f(Finance)p 2654=0A= 1125 V 620 1128 2037 4 v 47 w Fd(:)14 b(:)g(:)p 2790=0A= 1006 398 4 v 2790 1113 4 107 v 47 w Fe(Ro)s(om)30 b(F)p=0A= 3185 1113 V 2790 1116 398 4 v 0 1220 a Fi(15:00-15:40)78=0A= b Fh(Ernesto)36 b(Mordecki,)c Ff(Optimal)i(stopping)g(and)g(ruin)f(pr)l=0A= (ob)l(abilities)j(for)e(L)n(\023)-40 b(evy)567 1319 y(pr)l(o)l(c)l=0A= (esses)0 1419 y Fi(15:45-16:25)78 b Fh(Yuliy)-6 b(a)30=0A= b(S.)f(Mishura,)d Ff(Black-Scholes)k(e)l(quation)f(for)g(nonarbitr)l=0A= (age)g(fr)l(actional)567 1519 y(Br)l(ownian)i(mo)l(del)f(with)h(sto)l=0A= (chastic)f(volatility)0 1618 y Fi(16:35-16:55)78 b Fh(D.)31=0A= b(S.)g(Sil)-7 b(vestr)n(o)n(v)31 b(and)g(M.)h(O.)f(Dr)n(ozdenk)n(o,)26=0A= b Ff(Di\013usion)k(typ)l(e)h(appr)l(oxima-)567 1718 y(tion)f(for)g=0A= (risk)h(pr)l(o)l(c)l(esses)f(ne)l(c)l(essary)g(and)g(su\016cient)g(c)l=0A= (onditions)0 1817 y Fi(17:00-17:20)78 b Fh(V.)25 b(K.)h(Y)-7=0A= b(asinsky,)25 b(M.)h(V.)f(Za)-7 b(v)n(odja,)25 b(and)h(O.)g(M.)f=0A= (Gumenna,)e Ff(The)j(pr)l(oblem)567 1917 y(of)31 b(sto)l(chastic)f(mo)l=0A= (del)h(of)f(shar)l(e)h(pric)l(e)g(with)f(jumping)g(tr)l(aje)l(ctories)p=0A= 0 1995 488 4 v 0 2102 4 108 v 28 2077 a Fe(Section)i(13)p=0A= 484 2102 V 0 2105 488 4 v 37 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 1305 2006 654 4 v 1305 2115 4 109 v 38 w Fc(Sto)r(c)n(hastic)25=0A= b(Analysis)p 1955 2115 V 1305 2118 654 4 v 38 w Fd(:)14=0A= b(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g=0A= (:)g(:)g(:)g(:)p 2775 1995 413 4 v 2775 2102 4 107 v=0A= 38 w Fe(Ro)s(om)30 b(G)p 3185 2102 V 2775 2105 413 4=0A= v 0 2209 a Fi(15:00-15:40)78 b Fh(A)n(gnieszka)26 b(Plucinska,)c=0A= Ff(Some)j(char)l(acterizations)i(of)f(p)l(olynomial-Gaussian)567=0A= 2309 y(pr)l(o)l(c)l(esses)0 2409 y Fi(15:45-16:05)78=0A= b Fh(Y)-7 b(ana)31 b(S.)g(Bond)n(arenk)n(o,)26 b Ff(Thr)l(e)l=0A= (e-dimensional)32 b(mo)l(del)f(of)f(dendritic)i(tr)l(e)l(e)0=0A= 2508 y Fi(16:15-16:35)78 b Fh(Alexey)41 b(M.)g(Kulik,)d=0A= Ff(R)l(ademacher)i(the)l(or)l(em)e(for)h(Boltzmann)g(me)l(asur)l(es)f=0A= (on)567 2608 y(in\014nite-dimensional)31 b(sp)l(ac)l(e)0=0A= 2707 y Fi(16:40-17:00)78 b Fh(G.)47 b(M.)g(Shev)n(chenk)n(o,)f=0A= Ff(On)e(multidimensional)h(gener)l(alize)l(d)g(di\013usion)g(pr)l(o-)=0A= 567 2807 y(c)l(esses)0 2907 y Fi(17:10-17:30)78 b Fh(T)-7=0A= b(amara)33 b(A.)g(F)n(omina)f(and)h(Alber)-6 b(t)34 b(D.)e(Sha)-6=0A= b(t)g(ashvili,)30 b Ff(Some)h(r)l(emarks)h(on)567 3006=0A= y(the)g(e)l(quivalenc)l(e)i(of)f(me)l(asur)l(es)f(under)g(nonline)l(ar)=0A= g(mapping)i(of)f(Gaussian)g(me)l(a-)567 3106 y(sur)l(es)c(in)h(abstr)l=0A= (act)g(Hilb)l(ert)g(sp)l(ac)l(e)0 3206 y Fi(17:35-17:55)78=0A= b Fh(D.)38 b(B.)g(Eshmama)-6 b(to)n(v)f(a)38 b(and)g(R.)g(N.)g=0A= (Ganikhodjaev,)d Ff(A)n(b)l(out)g(assimptotic)567 3305=0A= y(b)l(ehavior)d(of)e(tr)l(ack)g(of)h(squar)l(e)f(op)l(er)l(ators)g(of)h=0A= (V)-6 b(olter)29 b(typ)l(e)p eop=0A= %%Page: 11 11=0A= 11 10 bop 1102 640 a Fj(F)-11 b(rida)l(y)g(,)45 b(7.06.2002)p=0A= 0 723 873 4 v 0 861 4 139 v 28 817 a Fg(Plenary)38 b(lectures)p=0A= 869 861 V 0 864 873 4 v 873 817 1262 4 v 2135 723 1054=0A= 4 v 2135 861 4 139 v 1317 w(Academ)m(y)f(of)i(Science)p=0A= 3185 861 V 2135 864 1054 4 v 0 979 a Fi(10:00-10:55)78=0A= b Fh(Yuri)r(i)30 b(N.)f(Lin'k)n(o)n(v,)c Ff(L)l(ar)l(ge)k(deviation)i=0A= (the)l(or)l(ems)d(in)h(hyp)l(otheses)h(testing)f(pr)l(ob-)567=0A= 1079 y(lems)0 1178 y Fi(11:00-11:55)78 b Fh(D.)32 b(S.)f(Sil)-7=0A= b(vestr)n(o)n(v,)27 b Ff(Limit)k(the)l(or)l(ems)g(for)g(r)l(andomly)g=0A= (stopp)l(e)l(d)g(sto)l(chastic)h(pr)l(o-)567 1278 y(c)l(esses)0=0A= 1402 y Fi(12:00-12:20)78 b Fe(Cofee)32 b(break)0 1526=0A= y Fi(12:20-13:15)78 b Fh(A.)26 b(Veretennik)n(o)n(v,)d=0A= Ff(A)n(n)i(essay)g(on)h(the)f(theme)g(\\A)g(limit)h(the)l(or)l(em)f(by)=0A= h(B.V.G.")p 0 1698 848 4 v 0 1817 4 120 v 28 1793 a Fg(Section)37=0A= b(lectures)p 844 1817 V 0 1820 848 4 v 847 1793 1484=0A= 4 v 2331 1698 857 4 v 2331 1837 4 139 v 1539 w(Kyiv)h(Univ)m(ersit)m(y)=0A= p 3185 1837 V 2331 1840 857 4 v 0 1900 440 4 v 0 2008=0A= 4 108 v 28 1983 a Fe(Section)32 b(1)p 436 2008 V 0 2011=0A= 440 4 v 38 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 815 1912 1588 4 v 815 2021 4 109 v 38 w Fc(Limit)24 b(theorems)g(for)f=0A= (indep)r(enden)n(t)j(random)d(v)l(ariables)p 2399 2021=0A= V 815 2024 1588 4 v 39 w Fd(:)14 b(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p=0A= 2778 1901 410 4 v 2778 2008 4 107 v 38 w Fe(Ro)s(om)31=0A= b(A)p 3185 2008 V 2778 2011 410 4 v 0 2114 a Fi(15:00-15:40)78=0A= b Fh(M.)39 b(A.)g(Lifshits,)e Ff(A)n(lmost)f(sur)l(e)g(limit)h(the)l=0A= (or)l(ems)g(for)h(indep)l(endent)f(variables)567 2214=0A= y(and)30 b(martingales)0 2313 y Fi(15:45-16:05)78 b Fh(S.)34=0A= b(Albeverio,)f(Y)-7 b(a.)48 b(Goncharenk)n(o,)33 b(M.)g(Pra)-6=0A= b(tsio)n(vytyi,)34 b(G.)f(Torbin,)567 2413 y Ff(Distributions)d(of)g(r)=0A= l(andom)h(variables)g(with)g(indep)l(endent)f Fd(s)p=0A= Ff(-adic)h(digits)0 2513 y Fi(16:15-16:35)78 b Fh(I.)32=0A= b(V.)f(Samoilenk)n(o,)c Ff(Asymptotic)k(exp)l(ansion)g(for)h(a)f=0A= (functional)g(of)g(Kac)g(mar-)567 2612 y(kovian)g(evolution)0=0A= 2712 y Fi(16:40-17:00)78 b Fh(V.)33 b(M.)g(Zolot)-6 b(arev,)30=0A= b Ff(Conver)l(genc)l(e)i(r)l(ate)g(estimates)g(in)g(functional)g(limit)=0A= g(the-)567 2811 y(or)l(ems)0 2911 y Fi(17:10-17:30)78=0A= b Fh(Y)-7 b(a.)80 b(M.)45 b(Khusanbaev)f(and)h(G.)f(M.)g(Rakhimo)n(v,)f=0A= Ff(On)e(the)h(c)l(onver)l(genc)l(e)567 3011 y(pr)l(o)l(c)l(esses)30=0A= b(with)h(c)l(onditional)t(ly)h(indep)l(endent)e(incr)l(ements)p=0A= 0 3087 440 4 v 0 3194 4 108 v 28 3169 a Fe(Section)i(2)p=0A= 436 3194 V 0 3197 440 4 v 42 w Fd(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)p=0A= 749 3098 1724 4 v 749 3207 4 109 v 42 w Fc(Qualit)n(y)24=0A= b(Con)n(trol,)g(Reliabilit)n(y)f(Theory)-6 b(,)24 b(Queueing)g(Theory)p=0A= 2470 3207 V 749 3210 1724 4 v 43 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)=0A= p 2782 3088 406 4 v 2782 3194 4 107 v 43 w Fe(Ro)s(om)30=0A= b(B)p 3185 3194 V 2782 3197 406 4 v 0 3301 a Fi(15:00-15:30)78=0A= b Fh(N.)36 b(Yu.)56 b(Kuznetso)n(v,)34 b Ff(F)-6 b(ast)34=0A= b(simulation)h(in)g(r)l(eliability)h(analysis)g(of)f(c)l(omplex)567=0A= 3400 y(systems)0 3500 y Fi(15:35-16:05)78 b Fh(L.)36=0A= b(S.)f(Stoik)n(o)n(v)-7 b(a,)32 b Ff(Exact)i(b)l(ounds)f(for)i(the)f(r)=0A= l(eliability)i(of)f(a)f(system)g(under)f(in-)567 3600=0A= y(c)l(omplete)e(information)0 3699 y Fi(16:15-16:35)78=0A= b Fh(T.)26 b(P.)g(Marjano)n(vich)g(and)g(A.)f(N.)g(Golodnik)n(o)n(v,)d=0A= Ff(Estimation)k(of)g(r)l(eliability)567 3799 y(p)l(ar)l(ameters)k=0A= (under)g(sp)l(arse)g(r)l(aw)0 3898 y Fi(16:40-17:00)78=0A= b Fh(K)n(onst)-6 b(antin)30 b(E.)e(A)-10 b(vra)n(chenk)n(o)n(v,)29=0A= b(Nikit)-6 b(a)29 b(O.)g(Vilchevsky,)g(and)g(Geor-)567=0A= 3998 y(gy)39 b(L.)f(Shevl)-6 b(y)g(ak)n(o)n(v,)35 b Ff(Priority)j=0A= (queueing)e(with)h(\014nite)e(bu\013er)h(size)h(and)f(r)l(an-)567=0A= 4098 y(domize)l(d)31 b(push-out)f(me)l(chanism)0 4197=0A= y Fi(17:10-17:30)78 b Fh(Dmytr)n(o)30 b(Gusak,)25 b Ff(On)j(c)l(omp)l=0A= (ound)h(Poisson)h(pr)l(o)l(c)l(esses)f(with)g(two-side)l(d)g(r)l=0A= (e\015e)l(c-)567 4297 y(tion)0 4397 y Fi(17:35-17:55)78=0A= b Fh(P.)34 b(V.)f(Shnurk)n(o)n(v,)d Ff(Optimal)j(c)l(ontr)l(ol)f(of)h=0A= (the)g(sup)l(erp)l(osition)g(of)g(semi-Markov)567 4496=0A= y(pr)l(o)l(c)l(esses.)p 0 4572 440 4 v 0 4680 4 108 v=0A= 28 4655 a Fe(Section)f(3)p 436 4680 V 0 4683 440 4 v=0A= 40 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)p 1041 4584 1140 4 v 1041 4693 4 109 v 40 w Fc(Extremal)24=0A= b(Statistics,)g(Random)g(Sums)p 2177 4693 V 1041 4696=0A= 1140 4 v 41 w Fd(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f=0A= (:)h(:)g(:)p 2781 4573 407 4 v 2781 4680 4 107 v 41 w=0A= Fe(Ro)s(om)30 b(C)p 3185 4680 V 2781 4683 407 4 v 0 4793=0A= a Fi(15:00-15:40)78 b Fh(P)-7 b(a)g(vle)42 b(Mladeno)n(vi)1297=0A= 4786 y(\023)1295 4793 y(c,)e Ff(Double)g(arr)l(ays)h(of)f(r)l(andom)h=0A= (variables)h(and)e(extr)l(eme)567 4893 y(value)30 b(distributions)0=0A= 4992 y Fi(15:45-16:05)78 b Fh(Frederico)47 b(Caeir)n(o)f(and)f(M.)h=0A= (Ivette)g(Gomes,)e Ff(Bias)f(r)l(e)l(duction)f(in)h(the)567=0A= 5092 y(semi-p)l(ar)l(ametric)31 b(estimation)f(of)h(p)l(ar)l(ameters)f=0A= (of)h(r)l(ar)l(e)f(events)0 5192 y Fi(16:15-16:35)78=0A= b Fh(V.)32 b(Yu.)g(K)n(or)n(olev)g(and)h(A.)f(A.)g(Kudr)-6=0A= b(y)g(a)f(vtsev,)30 b Ff(The)i(asymptotic)g(b)l(ehavior)567=0A= 5291 y(of)f(gener)l(alize)l(d)g(risk)f(pr)l(o)l(c)l(esses)1553=0A= 5391 y Fk(11)p eop=0A= %%Page: 12 12=0A= 12 11 bop 0 42 a Fc(12)1386 b(FRID)n(A)-6 b(Y)0 241 y=0A= Fi(16:40-17:00)78 b Fh(V.)35 b(K)n(or)n(olev)f(and)h(A.)g(Surk)n(o)n=0A= (v,)c Ff(The)j(asymptotic)g(b)l(ehavior)i(of)e(gener)l(alize)l(d)567=0A= 340 y(risk)c(pr)l(o)l(c)l(esses)0 440 y Fi(17:10-17:30)78=0A= b Fh(N.)30 b(M.)g(Mark)n(o)n(vitch,)c Ff(High)k(quantile)f(estimation)g=0A= (for)h(he)l(avy-taile)l(d)h(distribu-)567 540 y(tions)0=0A= 639 y Fi(17:35-17:55)78 b Fh(T.)31 b(I.)f(Nasir)n(o)n(v)-7=0A= b(a)30 b(and)h(T.)f(A)h(Aliev)-7 b(a,)26 b Ff(Investigation)k(of)g(the)=0A= f(b)l(oundary)h(func-)567 739 y(tion)k(of)h(the)f(pr)l(o)l(c)l(ess)h=0A= (of)g(the)f(semi-Markov)i(R)l(andom)e(Walk)h(with)g(p)l(ositive)h(and)=0A= 567 839 y(ne)l(gative)30 b(drifts)0 938 y Fi(18:00-18:20)78=0A= b Fh(B.)32 b(V.)g(Bond)n(arev)g(and)g(M.)g(E.)g(K)n(or)n(olev,)27=0A= b Ff(Gener)l(alization)32 b(of)g(some)f(r)l(esult)567=0A= 1038 y(of)g(Bening{Kor)l(olev)p 0 1115 440 4 v 0 1222=0A= 4 108 v 28 1197 a Fe(Section)h(4)p 436 1222 V 0 1225=0A= 440 4 v 49 w Fd(:)14 b(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)g(:)f(:)p=0A= 947 1126 1323 4 v 947 1235 4 109 v 50 w Fc(P)n(arametric)23=0A= b(statistics,)h(T)-6 b(est)24 b(of)g(Hyp)r(otheses)p=0A= 2266 1235 V 947 1238 1323 4 v 51 w Fd(:)13 b(:)h(:)g(:)g(:)g(:)g(:)g(:)=0A= g(:)g(:)g(:)f(:)h(:)p 2777 1116 411 4 v 2777 1222 4 107=0A= v 49 w Fe(Ro)s(om)31 b(D)p 3185 1222 V 2777 1225 411=0A= 4 v 0 1328 a Fi(15:00-15:40)78 b Fh(Alexander)33 b(Kukush,)h(Hans)f=0A= (Schneeweiss,)h(R)n(oland)f(W)n(olf,)c Ff(Comp)l(ar-)567=0A= 1428 y(ing)h(di\013er)l(ent)g(estimators)g(in)g(a)g(nonline)l(ar)g(me)l=0A= (asur)l(ement)f(err)l(or)h(mo)l(del)0 1528 y Fi(15:45-16:05)78=0A= b Fh(Helmut)22 b(K)976 1521 y(\177)973 1528 y(uchenhoff,)f=0A= Ff(Err)l(ors)h(in)g(variables)h(in)f(c)l(ase)g(c)l(ontr)l(ol)g=0A= (studies:)34 b(meth-)567 1627 y(o)l(ds)29 b(and)g(an)f(analysis)i(of)f=0A= (data)h(on)e(the)h(r)l(elationsship)h(b)l(etwe)l(en)e(lung)g(c)l(anc)l=0A= (er)h(and)567 1727 y(r)l(esidential)i(r)l(adon)f(exp)l(osur)l(e)0=0A= 1827 y Fi(16:15-16:35)78 b Fh(W)n(olf)n(gang)37 b(Angerer,)d=0A= Ff(On)g(the)g(r)l(ole)h(of)h(the)e(Luria-Delbrue)l(ck)h(distribution)=0A= 567 1926 y(in)30 b(c)l(anc)l(er)g(r)l(ese)l(ar)l(ch)0=0A= 2026 y Fi(16:40-17:00)78 b Fh(E.)31 b(V.)g(Perekhodtsev)-7=0A= b(a,)26 b Ff(The)31 b(for)l(e)l(c)l(ast)g(of)g(danger)l(ous)f(and)g=0A= (hazar)l(ds)i(pr)l(e)l(cipi-)567 2125 y(tation)e(and)g(wind)g=0A= (including)h(squal)t(ls)f(and)h(tornado)l(es)f(for)h(territory)f(of)h=0A= (Ukr)l(aine)0 2225 y Fi(17:10-17:30)78 b Fh(O.)31 b(O.)g(Kur)n(chenk)n=0A= (o,)d Ff(Estimates)i(of)g(Hurst)f(p)l(ar)l(ameter)h(of)h(the)f(FBM)0=0A= 2325 y Fi(17:35-17:55)78 b Fh(R.)26 b(K.)f(Chornei)h(and)f(P.)g(S.)g=0A= (Knopo)n(v,)d Ff(The)k(c)l(ontr)l(ol)f(inventory)g(systems)f(with)567=0A= 2424 y(gener)l(al)30 b(c)l(ost)g(functions)p 0 2501 440=0A= 4 v 0 2609 4 108 v 28 2584 a Fe(Section)i(9)p 436 2609=0A= V 0 2612 440 4 v 36 w Fd(:)14 b(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)f(:)h(:)p 995 2513 1238 4 v 995 2622 4 109 v 36=0A= w Fc(Sto)r(c)n(hastics)26 b(and)e(Mathematical)h(Ph)n(ysics)p=0A= 2229 2622 V 995 2625 1238 4 v 36 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)g(:)=0A= f(:)h(:)g(:)g(:)g(:)g(:)g(:)p 2788 2502 401 4 v 2788=0A= 2609 4 107 v 36 w Fe(Ro)s(om)30 b(E)p 3185 2609 V 2788=0A= 2612 401 4 v 0 2716 a Fi(15:00-15:40)78 b Fh(Yu.)59 b(E.)37=0A= b(Gliklikh,)c Ff(Deterministic)j(visc)l(ous)f(hydr)l(o)l(dynamics)j=0A= (via)e(sto)l(chastic)567 2815 y(analysis)31 b(on)f(gr)l(oups)g(of)g=0A= (di\013e)l(omorphisms)0 2915 y Fi(15:45-16:05)78 b Fh(A.)29=0A= b(L.)g(Rebenk)n(o,)d Ff(On)h(di\013usion)i(dynamics)h(for)f(c)l=0A= (ontinuous)e(system)h(with)g(sin-)567 3015 y(gular)i(inter)l(action)0=0A= 3114 y Fi(16:15-16:35)78 b Fh(A.)22 b(D)n(aletski)r(i,)e=0A= Ff(Sto)l(chastic)j(di\013er)l(ential)g(e)l(quations)f(on)h(pr)l(o)l=0A= (duct)f(lo)l(op)h(manifolds)0 3214 y Fi(16:40-17:00)78=0A= b Fh(A.)34 b(V.)f(K)n(osy)-6 b(ak,)30 b Ff(Gener)l(alize)l(d)k=0A= (Ismagilov)f(c)l(onje)l(ctur)l(e)f(and)h(unitary)f(r)l(epr)l(esen-)567=0A= 3314 y(tations)e(of)g(in\014nite-dimensional)h(gr)l(oups)0=0A= 3413 y Fi(17:10-17:30)78 b Fh(N.)30 b(A.)f(Ka)n(chano)n(vsky,)d=0A= Ff(On)j(Mal)t(liavin)i(derivative)g(c)l(onne)l(cte)l(d)e(with)g(Gamma-)=0A= 567 3513 y(pr)l(o)l(c)l(ess)0 3612 y Fi(17:35-17:55)78=0A= b Fh(D.)31 b(A.)g(Mierzejevsky,)c Ff(Some)j(gener)l(alizations)i(of)e=0A= (Jac)l(obi)h(\014elds)p 0 3690 488 4 v 0 3797 4 108 v=0A= 28 3772 a Fe(Section)h(10)p 484 3797 V 0 3800 488 4 v=0A= 46 w Fd(:)14 b(:)f(:)p 620 3701 2037 4 v 620 3810 4 109=0A= v 47 w Fc(Statistical)24 b(Metho)r(ds)h(with)f(Applications)g(to)g=0A= (Insurance)h(and)f(Finance)p 2654 3810 V 620 3813 2037=0A= 4 v 47 w Fd(:)14 b(:)g(:)p 2790 3690 398 4 v 2790 3797=0A= 4 107 v 47 w Fe(Ro)s(om)30 b(F)p 3185 3797 V 2790 3800=0A= 398 4 v 0 3904 a Fi(15:00-15:40)78 b Fh(E.)31 b(V)-10=0A= b(alkeila,)26 b Ff(Prior)31 b(information)g(and)g(insider)g(tr)l(ading)=0A= 0 4004 y Fi(15:45-16:25)78 b Fh(A.)31 b(V.)f(Melnik)n(o)n(v,)d=0A= Ff(On)i(the)h(pricing)h(of)g(e)l(quity-linke)l(d)f(insur)l(anc)l(e)g(c)=0A= l(ontr)l(act)0 4103 y Fi(16:35-16:55)78 b Fh(A.)36 b(I.)g(Dzundza)g=0A= (and)g(A.)g(A.)f(K)n(oloso)n(v,)d Ff(On)i(some)h(pr)l(oblem)g(of)h=0A= (macr)l(o)l(e)l(c)l(o-)567 4203 y(nomic)30 b(dynamics)0=0A= 4302 y Fi(17:00-17:20)78 b Fh(Victoria)40 b(N.)e(P)-7=0A= b(arkhomenk)n(o,)36 b Ff(Biline)l(ar)i(pr)l(o)l(c)l(esses)g(in)f(macr)l=0A= (o)l(e)l(c)l(onometric)567 4402 y(ve)l(ctor-autor)l(e)l(gr)l(essive)30=0A= b(mo)l(del)t(ling)0 4502 y Fi(17:30-17:50)78 b Fh(Yu.)41=0A= b(N.)30 b(Polshk)n(o)n(v,)c Ff(On)j(active)i(management)e(of)i=0A= (investment)e(p)l(ortfolio)p 0 4579 488 4 v 0 4686 4=0A= 108 v 28 4661 a Fe(Section)j(13)p 484 4686 V 0 4689 488=0A= 4 v 37 w Fd(:)14 b(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g=0A= (:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)p 1305 4590 654 4 v 1305=0A= 4699 4 109 v 38 w Fc(Sto)r(c)n(hastic)25 b(Analysis)p=0A= 1955 4699 V 1305 4702 654 4 v 38 w Fd(:)14 b(:)g(:)g(:)f(:)h(:)g(:)g(:)=0A= g(:)g(:)g(:)g(:)g(:)g(:)f(:)h(:)g(:)g(:)g(:)g(:)g(:)g(:)p=0A= 2775 4579 413 4 v 2775 4686 4 107 v 38 w Fe(Ro)s(om)30=0A= b(G)p 3185 4686 V 2775 4689 413 4 v 0 4793 a Fi(15:00-15:20)78=0A= b Fh(Alexander)35 b(S.)e(Chani,)f Ff(Asymptotic)h(b)l(ehaviour)h(of)g=0A= (solutions)f(of)g(2nd)g(or)l(der)567 4893 y(di\013er)l(enc)l(e)d(e)l=0A= (quation)g(with)h(r)l(andom)f(c)l(o)l(e\016cients)0 4992=0A= y Fi(15:25-15:45)78 b Fh(A.)30 b(V.)g(Zolot)-6 b(a)g(y)g(a,)26=0A= b Ff(The)k(structur)l(e)d(of)j(martingales)g(gener)l(ate)l(d)g(by)f=0A= (the)g(r)l(estric-)567 5092 y(tions)h(of)g(sto)l(chastic)h(\014elds)f=0A= (on)g(the)g(curves)0 5192 y Fi(15:55-16:15)78 b Fh(Yu.)40=0A= b(V.)29 b(K)n(olomiets,)d Ff(Di\013usion)j(appr)l(oximation)h(of)g(r)l=0A= (apid)t(ly)h(oscil)t(lating)f(r)l(an-)567 5291 y(dom)g(dynamic)l(al)i=0A= (systems)p eop=0A= %%Page: 13 13=0A= 13 12 bop 1456 42 a Fc(FRID)n(A)-6 b(Y)1386 b(13)0 241=0A= y Fi(16:20-16:40)78 b Fh(Y)-7 b(a.)38 b(I.)22 b(Yeleyk)n(o)g(and)h(Yu.)=0A= 38 b(V.)22 b(Zherno)n(vyi,)e Ff(Asymptotic)j(pr)l(op)l(erties)h(of)f=0A= (sto-)567 340 y(chastic)32 b(evolutions)g(c)l(onstructe)l(d)e(on)h=0A= (solutions)g(of)h(or)l(dinary)g(di\013er)l(ential)g(e)l(qua-)567=0A= 440 y(tions)0 540 y Fi(16:50-17:10)78 b Fh(A.)36 b(I.)f(Ponomarenk)n=0A= (o,)d Ff(Op)l(er)l(ator)j(sto)l(chastic)g(pr)l(o)l(c)l(esses)g(of)g(se)=0A= l(c)l(ond)f(or)l(der)h(in)567 639 y(Hilb)l(ert)30 b(and)g(Banach)h(sp)l=0A= (ac)l(es)0 739 y Fi(17:15-17:35)78 b Fh(V.)40 b(Yu.)67=0A= b(Bereza)41 b(and)f(V.)f(K.)h(Y)-7 b(asinsky,)37 b Ff(The)h(exp)l=0A= (onential)h(almost)f(sur)l(e)567 839 y(stability)26 b(of)g(solutions)f=0A= (of)h(neutr)l(al)f(sto)l(chastic)h(functional)f(di\013er)l(ential)i(e)l=0A= (quations)567 938 y(with)j(Poisson)h(p)l(erturb)l(ations)p=0A= eop=0A= %%Trailer=0A= end=0A= userdict /end-hook known{end-hook}if=0A= %%EOF=0A= ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="field-11.html" 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B. V. Gnedenko
Born: Jan 1, 1912
Died: Dec 27, 1995
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A conference dedicated to the
90th anniversary of B. V. Gnedenko

June 3-7, 2002, Kyiv, Ukraine
------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="field-21.html" Content-Transfer-Encoding: quoted-printable Content-Disposition: attachment; filename="field-21.html" Aims of the conference

The conference will focus on topics close to wide range of scientific interests of
B. V. Gnedenko. The aim is twofold: first, to highlight the contributions of B. V. = Gnedenko in probability theory and its applications, history of mathematics, problems of educations, and, second, to present the developments of his ideas as well as the current trends in the theory of probability and related fields. ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="field-22.html" Content-Transfer-Encoding: quoted-printable Content-Disposition: attachment; filename="field-22.html"
Proceedings

Program

II announcement

On the past and future, B. V. Gnedenko, Theory of Probability and Mathematical = Statistics, 1995, vol. 49 ------=_NextPart_000_0015_01C2323F.23402510 Content-Type: text/html; name="field-22-old.html" Content-Transfer-Encoding: 7bit Content-Disposition: attachment; filename="field-22-old.html"

Organized by

Details

Deadlines

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