Deconvolution Estimation of the Density for Mixed Measure

Affiliation auteursAffiliation ok
TitreDeconvolution Estimation of the Density for Mixed Measure
Type de publicationConference Paper
Year of Publication2015
AuteursMostafa F, Rachid S
EditorGholami M, Jiwari R, Tavasoli A
Conference NamePROCEEDINGS OF THE 2015 INTERNATIONAL CONFERENCE ON MODELING, SIMULATION AND APPLIED MATHEMATICS
PublisherATLANTIS PRESS
Conference Location29 AVENUE LAVMIERE, PARIS, 75019, FRANCE
ISBN Number978-94-6252-104-9
Mots-cléscomponent, deconvolution, density probability, kernel estimate
Résumé

Consider a random variable whose measure probability is the sum of an absolutely continuous part with respect to the Lebesgue measure and a discrete measure. In this work is provided a deconvolution estimator density of the continuous part and also the estimated amplitudes of discrete part when the observations ara taken with a noise error.