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20112026
most citedA note on the asymptotic normality of sums of extreme values

13 citations · 60 across the 82 of their papers we have counts for

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stat.ME2021

Moments estimators and omnibus chi-square tests for some usual probability laws

Gorgui Gning, Aladji Babacar Niang, Modou Ngom +1

For many probability laws, in parametric models, the estimation of the parameters can be done in the frame of the maximum likelihood method, or in the frame of moment estimation me…

math.PR2021

Simultaneous Joint Lower and Upper record values Probability Laws for Absolutely Continuous or Discrete Data

Gane Samb Lo, Mohammad Ahsanullah, Aladji Babacar Niang

This paper investigates the probability density function () of the -vector of both lower and upper record values for a sequence of independent random varia…

math.PR2021

Central limit theorems for associated possibly moving partial sums and application to the non-stationary invariance principle

Akim Adekpedjou, Aladji Babacar Niang, Chérif Mamadou Moctar Traoré +1

General Central limit theorem deals with weak limits (in type) of sums of row-elements of array random variables. In some situations as in the invariance principle problem, the sum…

math.PR2021

Asymptotics of summands I: square integrable independent random variables

Aladji Babacar Niang, Gane Samb Lo, Moumouni Diallo

This paper is part of series on self-contained papers in which a large part, if not the full extent, of the asymptotic limit theory of summands of independent random variables is e…

math.FA2021

A note on the weak convergence of continuously integrable sequences

Gane Samb Lo, Aladji Babacar Niang

A uniformly continuously integrable sequence of real-valued measurable functions, defined on some probability space, is relatively compact in the topology. In thi…

math.ST2021

Second order Expansions for Extreme Quantiles of Burr Distributions and Asymptotic Theory of Record Values

Moumouni Diallo, Modou Ngom, Soumaila Dembele +1

In this paper we investigate the Burr distributions family which contains twelve members. Second order expansions of quantiles of the Burr's distributions are provided on which may…