We generalize traditional goals of clustering towards distinguishing components in a non-parametric mixture model. The clusters are not necessarily based on point locations, but on higher order criteria. This framework can be implemented by embedding probability distributions in a Hilbert space. The corresponding clustering objective is very general and relates to a range of common clustering concepts
We introduce a method for dimension reduction with clustering, classification, or discriminant analy...
This note is completely expository, and contains a whirlwind abridged introduction to the topic of m...
Variable selection for cluster analysis is a difficult problem. The difficulty originates not only f...
We generalize traditional goals of clustering towards distinguishing components in a non-parametric ...
none2In this paper, we propose a method to group a set of probability density functions (pdfs) into ...
A new clustering approach based on mode identification is developed by applying new optimization tec...
Finite mixture models are being increasingly used to model the distributions of a wide variety of ra...
Abstract We introduce a new method for data clustering based on a particular Gaussian mixture model ...
The density-based formulation aims at recasting the clustering problem to a mathematically sound fra...
Clustering is a common and important issue, and finite mixture models based on the normal distributi...
In this dissertation, we propose several methodology in clustering and mixture modeling when the use...
The first part of this thesis is concerned with Sparse Clustering, which assumes that a potentially ...
International audienceThis paper deals with nonparametric estimation of conditional den-sities in mi...
The relations between automatic clustering methods and inferentiel statistical models have mostely ...
We propose a novel method for multiple clustering, which is useful for analysis of high-dimensional ...
We introduce a method for dimension reduction with clustering, classification, or discriminant analy...
This note is completely expository, and contains a whirlwind abridged introduction to the topic of m...
Variable selection for cluster analysis is a difficult problem. The difficulty originates not only f...
We generalize traditional goals of clustering towards distinguishing components in a non-parametric ...
none2In this paper, we propose a method to group a set of probability density functions (pdfs) into ...
A new clustering approach based on mode identification is developed by applying new optimization tec...
Finite mixture models are being increasingly used to model the distributions of a wide variety of ra...
Abstract We introduce a new method for data clustering based on a particular Gaussian mixture model ...
The density-based formulation aims at recasting the clustering problem to a mathematically sound fra...
Clustering is a common and important issue, and finite mixture models based on the normal distributi...
In this dissertation, we propose several methodology in clustering and mixture modeling when the use...
The first part of this thesis is concerned with Sparse Clustering, which assumes that a potentially ...
International audienceThis paper deals with nonparametric estimation of conditional den-sities in mi...
The relations between automatic clustering methods and inferentiel statistical models have mostely ...
We propose a novel method for multiple clustering, which is useful for analysis of high-dimensional ...
We introduce a method for dimension reduction with clustering, classification, or discriminant analy...
This note is completely expository, and contains a whirlwind abridged introduction to the topic of m...
Variable selection for cluster analysis is a difficult problem. The difficulty originates not only f...