Titlebook: Analytical Methods in Probability Theory; Proceedings of the C Daniel Dugué,Eugene Lukacs,Vijay K. Rohatgi Conference proceedings 1981 Spri

議程

Introduction to Disordered Pinning Models,The authors consider the following problem due to A Rényi and I Vincze: if for the entire function f(t)=1+a.t+a.t.+. ... with positive coefficients we have .then is it necessary that f(t) ≡ e.? Some results in this direction were proved in [2], [5]. Now it is shown that if 1/f is completely monotone then we must have f(t) ≡ e..

Hirsutism

Introduction to MultifractalityWe study a kind of weak convergence of the distributions of compound point processes, when the space of measures is endowed with a topology which is closely related to the variational distance.

Mhc-Molecule

Introduction to MultifractalityA method for the construction of certain characterization theorems is given. This method is restricted to characterizations by constant regression

BLAND

explicit

貿(mào)易

Characterizations of unimodal distribution functions,This paper has two purposes: to give a characterization of unimodal distribution functions (Theorem 2.2) and a representation theorem for the class of unimodal distribution functions (Theorem 3.3), both in terms of their Lévy concentration functions.

Debrief

Institution

A theorem of Deny with applications to characterization problems,A theorem of Deny is stated and applications to certain characterization problems are indicated. A martingale proof of Deny’s theorem is given for a countable Abelian group.

Terminal

輕而薄