PHD
thesis
Distributions mixture, copulas and dependence
Duration
2001-2009
Keywords
Symbolic Data Analysis, Mixture Decomposition, Copulas, Clustering
Description
A symbolic variable can be provided in the form of a continuous distribution. In this case, how to solve the most frequent problem in data mining, namely: how to classify the objects starting from the description of the variables in the form of continuous distributions. A solution is to sample each distribution in a number N of points, and to evaluate the joint distribution of these values using the copulas, and also to adapt the "nuées dynamiques" method to these joint densities.
Research unit(s)
Staff
Chairperson(s) |
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| Monique NOIRHOMME-FRAITURE | Leader | ||
Staff (finished contracts)
Research staff |
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| Etienne CUVELIER | Researcher | ||
Publications (6)
Collective work contributions
2007
Symbolic Markov Chains, in Selected Contributions in Data Analysis and Classification, collection Studies in Classification, Data Analysis and Knowledge Organization, pp. 103-111
Monique NOIRHOMME-FRAITURE, Etienne CUVELIER
Monique NOIRHOMME-FRAITURE, Etienne CUVELIER
2007
2006
Conference Proceedings
2006
2005
Clayton copula and mixture decomposition, in Applied Stochastic Models and Data Analysis (ASMDA 2005), Brest, 17-20 May 2005
Etienne CUVELIER, Monique NOIRHOMME-FRAITURE
Etienne CUVELIER, Monique NOIRHOMME-FRAITURE
2003
Mélange de distributions de distributions: Décomposition de mélange avec la copule de Clayton, in XXXV èmes Journées de Statistiques, pp. 377-380
Etienne CUVELIER, Monique NOIRHOMME-FRAITURE
Etienne CUVELIER, Monique NOIRHOMME-FRAITURE

