7 lipca o godzinie 10:15 w sali 603,w ramach Seminarium z Analitycznych i Funkcjonalnych Metod Teorii Prawdopodobieństwa, odbędzie się odczyt Zeeva (Vladimira) Volkovicha z Izraela pt. On generalized models of infinite divisibility property.. Streszczenie: The notion of infinite divisibility mainly arises in the probability theory in broad considerations of the limits of the sum of independent uniformly asymptotically negligible random variables. However, the concept can be extended in several directions, particularly, to the laws appearing in problems related to the stochastic centering of the sums of the independent random variables. Algebraic based approaches make it possible to provide general analytical standpoints on the infinite divisibility phenomena study and to reveal relations to the generalized function perspective, the semi-normed algebras theory and the common convolutions models. In the present talk we discuss several models of this kind with connections to Generalized Urbanik Convolutions and to the problems of characterization distributions by means of stochastic properties of linear statistics.
