The role of the selection operation-that stochastically discriminate between individuals based on their merit-on the updating of the probability model in univariate estimation of distribution algorithms is investigated. Necessary conditions for an operator to model selection in such a way that it can be used directly for updating the probability model are postulated. A family of such operators that generalize current model updating mechanisms is proposed. A thorough theoretical analysis of these operators is presented, including a study on operator equivalence. A comprehensive set of examples is provided aiming at illustrating key concepts, main results, and their relevance
Model-building optimisation methods aim to learn the structure underlying a problem and exploit this...
The paper presents recent developments of the theory of estimator selection. We introduce,...
We consider the segmentation problem of univariate distributions from the exponential family with mu...
The role of the selection operation-that stochastically discriminate between individuals based on th...
In this paper we address the problem of model selection in Estimation of Distribution Algorithms fro...
Estimation of distributions of stochastic models is studied and adaptive selection of a better of tw...
In this paper, we investigate two issues related to probabilistic modeling in Estimation of Distribu...
International audienceIn the framework of an abstract statistical model, we discuss how to use the s...
Plug-in estimation and corresponding refinements involving penalisation have been considered in vari...
Evolutionary Algorithms consist of a broad class of optimization algorithms based on the Darwinian p...
The problem of model selection is addressed from a general perspective and solutions are considered ...
International audienceWe propose a general formulation of a univariate estimationof-distribution alg...
Estimation of distribution algorithms replace the typical crossover and mutation operators by constr...
A simple expression is developed for covariance-matrix correction in stochastic model updating. The ...
In this paper we address model selection in Estimation of Distribution Algorithms (EDAs) based on va...
Model-building optimisation methods aim to learn the structure underlying a problem and exploit this...
The paper presents recent developments of the theory of estimator selection. We introduce,...
We consider the segmentation problem of univariate distributions from the exponential family with mu...
The role of the selection operation-that stochastically discriminate between individuals based on th...
In this paper we address the problem of model selection in Estimation of Distribution Algorithms fro...
Estimation of distributions of stochastic models is studied and adaptive selection of a better of tw...
In this paper, we investigate two issues related to probabilistic modeling in Estimation of Distribu...
International audienceIn the framework of an abstract statistical model, we discuss how to use the s...
Plug-in estimation and corresponding refinements involving penalisation have been considered in vari...
Evolutionary Algorithms consist of a broad class of optimization algorithms based on the Darwinian p...
The problem of model selection is addressed from a general perspective and solutions are considered ...
International audienceWe propose a general formulation of a univariate estimationof-distribution alg...
Estimation of distribution algorithms replace the typical crossover and mutation operators by constr...
A simple expression is developed for covariance-matrix correction in stochastic model updating. The ...
In this paper we address model selection in Estimation of Distribution Algorithms (EDAs) based on va...
Model-building optimisation methods aim to learn the structure underlying a problem and exploit this...
The paper presents recent developments of the theory of estimator selection. We introduce,...
We consider the segmentation problem of univariate distributions from the exponential family with mu...