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Asymptotic Behavior of the Hazard Rate Kernel Estimator Under Truncated and Censored Data
Authors:Mohamed Lemdani  Elias Ould-Saïd
Institution:1. Lab. de Biomathématiques , Univ. de Lille 2 , Lille, France mlemdani@pharma.univ-lille2.fr;3. L.M.P.A. J. Liouville , Univ. du Littoral C?te d'Opale , Calais, France
Abstract:In this article, we give the asymptotic mean integrated squared error and the mean squared error for the kernel estimator of the hazard rate from truncated and censored data. Martingale techniques and combinatory calculus are used to obtain these results. A probability bound and the optimal bandwidth choice are also given.
Keywords:Asymptotic errors  Hazard rate  Martingales  Optimal bandwidth choice  Truncated and censored data
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