We present a novel interpretation of informa-tion theoretic feature selection as optimiza-tion of a discriminative model. We show that this formulation coincides with a group of mutual information based filter heuristics in the literature, and show how our proba-bilistic framework gives a well-founded ex-tension for informative priors. We then de-rive a particular sparsity prior that recovers the well-known IAMB algorithm (Tsamardi-nos & Aliferis, 2003) and extend it to create a novel algorithm, IAMB-IP, that includes do-main knowledge priors. In empirical evalua-tions, we find the new algorithm to improve Markov Blanket recovery even when a mis-specified prior was used, in which half the prior knowledge was incorrect.
We consider the information filtering problem, in which we face a stream of items, and must decide w...
This article proposes the usage of the d-separation criterion in Markov Boundary Discovery algorithm...
Mutual information (MI) based approaches are a popu-lar feature selection paradigm. Although the sta...
IWe present an interpretation of the feature selection problem as the maximisation of the joint like...
Feature selection is an essential process in computational intelligence and statistical learning. It...
In this thesis, we address the problem of learning the Markov blanket of a quantity from data in an ...
Selecting relevant features is in demand when a large data set is of interest in a classification ta...
Given the joint chances of a pair of random variables one can compute quantities of interest, like t...
Given the joint chances of a pair of random variables one can compute quantities of interest, like t...
IFeature selection using mutual information is very popular. IAccepted research practice is to hand-...
This papers introduces a novel conservative feature subset selection method with informatively missi...
Based on Information Theory, optimal feature selection should be carried out by searching Markov bla...
The importance of Markov blanket discovery algorithms istwofold: as the main building block in const...
A classification task requires an exponentially growing amount of computation time and number of obs...
Abstract. The proposed feature selection method aims to find a minimum subset of the most informativ...
We consider the information filtering problem, in which we face a stream of items, and must decide w...
This article proposes the usage of the d-separation criterion in Markov Boundary Discovery algorithm...
Mutual information (MI) based approaches are a popu-lar feature selection paradigm. Although the sta...
IWe present an interpretation of the feature selection problem as the maximisation of the joint like...
Feature selection is an essential process in computational intelligence and statistical learning. It...
In this thesis, we address the problem of learning the Markov blanket of a quantity from data in an ...
Selecting relevant features is in demand when a large data set is of interest in a classification ta...
Given the joint chances of a pair of random variables one can compute quantities of interest, like t...
Given the joint chances of a pair of random variables one can compute quantities of interest, like t...
IFeature selection using mutual information is very popular. IAccepted research practice is to hand-...
This papers introduces a novel conservative feature subset selection method with informatively missi...
Based on Information Theory, optimal feature selection should be carried out by searching Markov bla...
The importance of Markov blanket discovery algorithms istwofold: as the main building block in const...
A classification task requires an exponentially growing amount of computation time and number of obs...
Abstract. The proposed feature selection method aims to find a minimum subset of the most informativ...
We consider the information filtering problem, in which we face a stream of items, and must decide w...
This article proposes the usage of the d-separation criterion in Markov Boundary Discovery algorithm...
Mutual information (MI) based approaches are a popu-lar feature selection paradigm. Although the sta...