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20142025
most cited-Central limit theorems and -invariance principles for associated random variables

1 citations · 1 across the 5 of their papers we have counts for

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5 papers

math.ST2025

On the Glivenko-Cantelli theorem for real-valued empirical functions of stationary -mixing and -mixing sequences

Ousmane Coulibaly, Harouna Sangaré

In this paper we extend the classical Glivenko-Cantelli theorem to real-valued empirical functions under dependence structures characterised by -mixing and -mixing conditions…

math.PR2022★ 1 cited

-Central limit theorems and -invariance principles for associated random variables

Aladji Babacar Niang, Akym Adekpedjou, Harouna Sangaré +1

The investigation asymptotic limits on associated data mainly focused on limit theorems of summands of associated data and on the related invariance principles. In a series of pape…

math.PR2022

Extensions of two classical Poisson limit laws to non-stationary independent data

Aladji Babacar Niang, Harouna Sangaré, Tchilabalo Abozou Kpanzou +2

In earlier stages in the introduction to asymptotic methods in probability theory, the weak convergence of sequences of Binomial of random variables (\textit{rv}'…

math.PR2019

Finiteness of Record values and Alternative Asymptotic Theory of Records with Atom Endpoints

Gane Samb Lo, Harouna Sangaré, Mamadou Cherif Traoré +1

Asymptotic theories on record values and times, including central limit theorems, make sense only if the sequence of records values (and of record times) is infinite. If not, such…

stat.ME2014

A Review on asymptotic normality of sums of associated random variables

Gane Samb Lo, Harouna Sangaré, Cheikhna Hamallah Ndiaye

In this document, we make a round up of the theory of asymptotic normality of sums of associated random variables, in a coherent approach in view of further contributions for new r…