AbstractThis note concentrates on the nonparametric estimation of a probability mass function (p.m.f.) using discrete associated kernels. An expression of the optimal bandwidth minimizing the asymptotic part of the global squared error is given. Some asymptotic expressions of bias and variance of the cross-validation criterion are also presented. At last, the two bandwidth selection procedures are illustrated through some simulations and an application on a real count data set
Least squares cross-validation (CV) methods are often used for automated bandwidth selection. We sho...
We propose a sound approach to bandwidth selection in nonparametric kernel testing. The main idea is...
It is shown that, for kernel-based classification with univariate distributions and two populations...
AbstractThis note concentrates on the nonparametric estimation of a probability mass function (p.m.f...
International audienceDiscrete kernel estimation of a probability mass function (p.m.f.), often ment...
In this paper we explore a method for modeling of categorical data derived from the principles of th...
AbstractThis paper studies the risks and bandwidth choices of a kernel estimate of the underlying de...
We present a novel nonparametric density estimator and a new data-driven bandwidth selection method ...
Nonparametric kernel density estimation method makes no assumptions on the functional form of the cu...
International audienceKernel smoothing is one of the most widely used nonparametric data smoothing t...
Allthough nonparametric kernel density estimation is nowadays a standard technique in explorative da...
This paper establishes asymptotic lower bounds which provide limits, in various contexts, as to how ...
We propose a new nonparametric estimator for the density function of multivariate bounded data. As f...
Copyright © 2012 Ali Al-Kenani and Keming Yu. This is an open access article distributed under the C...
This paper proposes plug-in bandwidth selection for kernel density estimation with discrete data via...
Least squares cross-validation (CV) methods are often used for automated bandwidth selection. We sho...
We propose a sound approach to bandwidth selection in nonparametric kernel testing. The main idea is...
It is shown that, for kernel-based classification with univariate distributions and two populations...
AbstractThis note concentrates on the nonparametric estimation of a probability mass function (p.m.f...
International audienceDiscrete kernel estimation of a probability mass function (p.m.f.), often ment...
In this paper we explore a method for modeling of categorical data derived from the principles of th...
AbstractThis paper studies the risks and bandwidth choices of a kernel estimate of the underlying de...
We present a novel nonparametric density estimator and a new data-driven bandwidth selection method ...
Nonparametric kernel density estimation method makes no assumptions on the functional form of the cu...
International audienceKernel smoothing is one of the most widely used nonparametric data smoothing t...
Allthough nonparametric kernel density estimation is nowadays a standard technique in explorative da...
This paper establishes asymptotic lower bounds which provide limits, in various contexts, as to how ...
We propose a new nonparametric estimator for the density function of multivariate bounded data. As f...
Copyright © 2012 Ali Al-Kenani and Keming Yu. This is an open access article distributed under the C...
This paper proposes plug-in bandwidth selection for kernel density estimation with discrete data via...
Least squares cross-validation (CV) methods are often used for automated bandwidth selection. We sho...
We propose a sound approach to bandwidth selection in nonparametric kernel testing. The main idea is...
It is shown that, for kernel-based classification with univariate distributions and two populations...