Symposium “New Trends in Probabilistic Number Theory”

Venue:

University of Paderborn, Warburger Straße 100

Date:

January 29 - 30, 2009

Organisers:

Karl-Heinz Indlekofer and  Oleg Klesov


The symposium is organized in the framework of the DFG project  “Rates of convergence in limit theorems of probabilistic number theory”



Program


Thursday, 29.01.2009, 16:00, Room  E2.316

16:00 - 16:45

Karl-Heinz
Indlekofer
Oleg Klesov
Josef Steinebach


(Paderborn)
(Kiev)
(Köln)
 

Rates of convergence in probability

16:45 - 17:30

Jörn Steuding

(Würzburg)

On the distribution of values of Riemann’s zeta-function


Friday, 30.01.2009, 9:00, Room  E2.304

9:00 - 9:45

Kohji Matsumoto


(Nagoya,
Würzburg)

Atkinson-type formulas

9:45 - 10:30

Lutz G. Lucht

(Goslar)

Relationship of arithmetic functions







10:30 - 10:45

 

 

Coffee break







10:45 - 11:15

Imre Kátai

(Budapest)

Uniform distribution modulo 1 of the harmonic prime factor of an integer

11:15 - 11:45

László Germán

(Paderborn)

Rates of the convergence in the mean behaviour of arithmetical functions

11:45 - 12:15

Gábor Fazekas

(Debrecen

Software quality models: a statistical approach