Classifying observations coming from two different spherical populations by using a nonparametric method appears to be an unexplored field, although clearly worth to pursue. We propose some decision rules based on spherical kernel density estimation and we provide asymptotic L₂ properties. A real-data application using global climate data is finally discussed
This paper is on density estimation on the 2-sphere, S2, using the orthogonal series estimator corre...
Although Hartigan (1975) had already put forward the idea of connecting identification of subpopula...
Kernel density estimation is a technique for estimation of probability density function that is a mu...
Classifying observations coming from two different spherical populations by using a nonparametric me...
In a recently published paper. spherical nonparametric estimators were applied to feature-track ens...
The application of nonparametric probability density function estimation for the purpose of data ana...
International audienceA nonparametric density estimate that incorporates spatial dependency has not ...
Abstract. A new classification algorithm based on combination of ker-nel density estimators is intro...
The aim of this paper is essentially twofold: first, to describe the use of spherical nonparametric...
It is often critical to accurately model the upper tail behaviour of a random process. Nonparametric...
The paper introduces the idea of inadmissible kernels and shows that an Epanechnikov type kernel is ...
AbstractThis paper is on density estimation on the 2-sphere, S2, using the orthogonal series estimat...
Abstract. In this paper, we suggest to model priors on human motion by means of nonparametric kernel...
Conventional Euler deconvolution is widely used for interpreting profile, grid, and ungridded potent...
We show that geometric inference of a point cloud can be calculated by examining its kernel density ...
This paper is on density estimation on the 2-sphere, S2, using the orthogonal series estimator corre...
Although Hartigan (1975) had already put forward the idea of connecting identification of subpopula...
Kernel density estimation is a technique for estimation of probability density function that is a mu...
Classifying observations coming from two different spherical populations by using a nonparametric me...
In a recently published paper. spherical nonparametric estimators were applied to feature-track ens...
The application of nonparametric probability density function estimation for the purpose of data ana...
International audienceA nonparametric density estimate that incorporates spatial dependency has not ...
Abstract. A new classification algorithm based on combination of ker-nel density estimators is intro...
The aim of this paper is essentially twofold: first, to describe the use of spherical nonparametric...
It is often critical to accurately model the upper tail behaviour of a random process. Nonparametric...
The paper introduces the idea of inadmissible kernels and shows that an Epanechnikov type kernel is ...
AbstractThis paper is on density estimation on the 2-sphere, S2, using the orthogonal series estimat...
Abstract. In this paper, we suggest to model priors on human motion by means of nonparametric kernel...
Conventional Euler deconvolution is widely used for interpreting profile, grid, and ungridded potent...
We show that geometric inference of a point cloud can be calculated by examining its kernel density ...
This paper is on density estimation on the 2-sphere, S2, using the orthogonal series estimator corre...
Although Hartigan (1975) had already put forward the idea of connecting identification of subpopula...
Kernel density estimation is a technique for estimation of probability density function that is a mu...