17 citations · 44 across the 6 of their papers we have counts for
6 papers
Arak Inequalities for Concentration Functions and the Littlewood--Offord Problem: a shortened version
Yulia S. Eliseeva, Friedrich Götze, Andrei Yu. Zaitsev
Let be independent identically distributed random variables. In this paper we study the behavior of concentration functions of weighted sums $\sum_{k=1}^{n} X_k…
Arak Inequalities for Concentration Functions and the Littlewood-Offord Problem
Yulia S. Eliseeva, Friedrich Götze, Andrei Yu. Zaitsev
Let be independent identically distributed random variables. In this paper we study the behavior of concentration functions of weighted sums $\sum_{k=1}^{n}a_k X…
On the Littlewood--Offord problem
Yulia S. Eliseeva, Andrei Yu. Zaitsev
The paper deals with studying a connection of the Littlewood--Offord problem with estimating the concentration functions of some symmetric infinitely divisible distributions. Some…
Multivariate estimates for the concentration functions of weighted sums of independent identically distributed random variables
Yu. S. Eliseeva
Let be independent identically distributed random variables. The paper deals with the question about the behavior of the concentration function of the random var…
Estimates for the concentration functions of weighted sums of independent random variables
Yu. S. Eliseeva, A. Yu. Zaitsev
Let be independent identically distributed random variables. The paper deals with the question about the behavior of the concentration function of the random variab…
Estimates for the concentration functions in the Littlewood--Offord problem
Yulia S. Eliseeva, Friedrich Götze, Andrei Yu. Zaitsev
Let be independent identically distributed random variables. In this paper we study the behavior of the concentration functions of the weighted sums $\sum\limits_{k…