In many real-world situations, the data cannot be assumed to be precise. Indeed uncertain data are often encountered, due for example to the imprecision of measurement devices or to continuously moving objects for which the exact position is impossible to obtain. One way to model this uncertainty is to represent each data value as a probability distribution function; recent works show that adequately taking the uncertainty into account generally leads to improved classification performances. Working with such a representation, this paper proposes to achieve feature selection based on mutual information. Experiments on 8 UCI data sets show that the proposed approach is effective to select relevant features
Abstract. Mutual Information (MI) is a powerful concept from infor-mation theory used in many applic...
Feature selection is an important preprocessing step for many high-dimensional regression problems. ...
Machine learning of high-dimensional data faces the curse of dimensionality, a set of phenomena that...
Abstract. In many real-world situations, the data cannot be assumed to be precise. Indeed uncertain ...
The selection of features that are relevant for a prediction or classification problem is an importa...
Abstract. The selection of features that are relevant for a prediction or classification problem is ...
Mutual information (MI) based approaches are a popular feature selection paradigm. Although the stat...
Mutual information (MI) based approaches are a popu-lar feature selection paradigm. Although the sta...
Feature selection is an important preprocessing task for many machine learning and pattern recogniti...
it is often necessary to reduce the dimensionality of data before learning. For example, micro-array...
Feature selection has been shown to be beneficial for many data mining and machine learning tasks, e...
Abstract. Despite its popularity as a relevance criterion for feature selection, the mutual informat...
International audienceFeature selection is becoming increasingly important for the reduction of comp...
Feature selection is used in many application areas relevant to expert and intelligent systems, such...
AbstractFeature selection is used in many application areas relevant to expert and intelligent syste...
Abstract. Mutual Information (MI) is a powerful concept from infor-mation theory used in many applic...
Feature selection is an important preprocessing step for many high-dimensional regression problems. ...
Machine learning of high-dimensional data faces the curse of dimensionality, a set of phenomena that...
Abstract. In many real-world situations, the data cannot be assumed to be precise. Indeed uncertain ...
The selection of features that are relevant for a prediction or classification problem is an importa...
Abstract. The selection of features that are relevant for a prediction or classification problem is ...
Mutual information (MI) based approaches are a popular feature selection paradigm. Although the stat...
Mutual information (MI) based approaches are a popu-lar feature selection paradigm. Although the sta...
Feature selection is an important preprocessing task for many machine learning and pattern recogniti...
it is often necessary to reduce the dimensionality of data before learning. For example, micro-array...
Feature selection has been shown to be beneficial for many data mining and machine learning tasks, e...
Abstract. Despite its popularity as a relevance criterion for feature selection, the mutual informat...
International audienceFeature selection is becoming increasingly important for the reduction of comp...
Feature selection is used in many application areas relevant to expert and intelligent systems, such...
AbstractFeature selection is used in many application areas relevant to expert and intelligent syste...
Abstract. Mutual Information (MI) is a powerful concept from infor-mation theory used in many applic...
Feature selection is an important preprocessing step for many high-dimensional regression problems. ...
Machine learning of high-dimensional data faces the curse of dimensionality, a set of phenomena that...