Programme

[ pdf file ]

[ Last modified: 11.01.2010 ]



Saturday, January 16, 2010


09:00 – 09:10 h:   Josef G. Steinebach
  Opening

1st Session:  Chair  Valerii V. Buldygin

09:10 – 09:40 h:   Valerii V. Buldygin, Karl-Heinz Indlekofer, Oleg I. Klesov, and Josef G. Steinebach
  PRV and GRT

09:45 – 10:15 h:   Peter Kern
  Regular variation of linear operators: An overview with limit theorems in mind

10:20 – 10:50 h:   Hans-Peter Scheffler
  Multivariable regular variation: An overview

10:50 – 11:20 h:   Coffee break


2nd Session:  Chair  Karl-Heinz Indlekofer

11:20 – 11:50 h:   Allan Gut
  Regular variation, the weak law and the St. Petersburg game

11:55 – 12:25 h:   Allan Gut and Ulrich Stadtmüller
  Regular variation and strong laws for increments of random fields

12:30 – 13:00 h:   Gerold Alsmeyer and Gerd Hölker
  Asymptotic behavior of ultimately contractive iterated random Lipschitz functions

13:00 – 14:30 h:   Lunch


3rd Session:  Chair  Oleg I. Klesov

14:30 – 15:00 h:   Imre Kátai
  Renewal theorems for some weighted renewal functions

15:05 – 15:35 h:   Jörn Steuding
  Sampling the Lindelöf hypothesis for Dirichlet L-functions by random walks

15:40 – 16:10 h:   Karl-Heinz Indlekofer
  Number theory and decomposable combinatorial structures

16:10 – 16:15 h:   Closing


16:15 h:   Coffee



19:30 h:   Dinner