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20082026
most citedAsymptotic normality and efficiency of the maximum likelihood estimator for the parameter of a ballistic random walk in a random environment

15 citations · 35 across the 20 of their papers we have counts for

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math.ST2026

LAN property for the parameter of the jump rate in mean field interacting systems of neurons

Aline Duarte, Dasha Loukianova, Aurélien Velleret

In the context of a large system of neurons interacting through spike events in a mean-field regime as , we characterize the estimation of a multidimensional param…

math.ST2016

Jump filtering and efficient drift estimation for Lévy-driven SDE's

Arnaud Gloter, Dasha Loukianova, Hilmar Mai

The problem of drift estimation for the solution of a stochastic differential equation with Lévy-type jumps is considered under discrete high-frequency observations with a grow…

math.ST2014

Parametric estimation of a one-dimensional ballistic random walk in a Markov environment

Pierre Andreoletti, Dasha Loukianova, Catherine Matias

We focus on the parametric estimation of the distribution of a Markov environment from the observation of a single trajectory of a one-dimensional nearest-neighbor path evolving in…

math.ST2013★ 15 cited

Asymptotic normality and efficiency of the maximum likelihood estimator for the parameter of a ballistic random walk in a random environment

Mikael Falconnet, Dasha Loukianova, Catherine Matias

We consider a one dimensional ballistic random walk evolving in a parametric independent and identically distributed random environment. We study the asymptotic properties of the m…

math.ST2012

Maximum likelihood estimator consistency for ballistic random walk in a parametric random environment

Francis Comets, Mikael Falconnet, Oleg Loukianov +2

We consider a one dimensional ballistic random walk evolving in an i.i.d. parametric random environment. We provide a maximum likelihood estimation procedure of the environment par…