Resampling methods for quality assessment of classifier performance and optimal number of features

We address two fundamental design issues of a classification system: the choice of the classifier and the dimensionality of the optimal feature subset. Resampling techniques are applied to estimate both the probability distribution of the misclassification rate (or any other figure of merit of a cla...

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Published inSignal processing Vol. 93; no. 11; pp. 2956 - 2968
Main Authors Fandos, Raquel, Debes, Christian, Zoubir, Abdelhak M.
Format Journal Article
LanguageEnglish
Published Amsterdam Elsevier B.V 01.11.2013
Elsevier
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Abstract We address two fundamental design issues of a classification system: the choice of the classifier and the dimensionality of the optimal feature subset. Resampling techniques are applied to estimate both the probability distribution of the misclassification rate (or any other figure of merit of a classifier) subject to the size of the feature set, and the probability distribution of the optimal dimensionality given a classification system and a misclassification rate. The latter allows for the estimation of confidence intervals for the optimal feature set size. Based on the former, a quality assessment for the classifier performance is proposed. Traditionally, the comparison of classification systems is accomplished for a fixed feature set. However, a different set may provide different results. The proposed method compares the classifiers independently of any pre-selected feature set. The algorithms are tested on 80 sets of synthetic examples and six standard databases of real data. The simulated data results are verified by an exhaustive search of the optimum and by two feature selection algorithms for the real data sets. •Novel resampling based method.•Choice of the best classifier among set of candidates.•Estimation of the optimal feature set dimensionality.•Algorithm tested on synthetic and real data.
AbstractList We address two fundamental design issues of a classification system: the choice of the classifier and the dimensionality of the optimal feature subset. Resampling techniques are applied to estimate both the probability distribution of the misclassification rate (or any other figure of merit of a classifier) subject to the size of the feature set, and the probability distribution of the optimal dimensionality given a classification system and a misclassification rate. The latter allows for the estimation of confidence intervals for the optimal feature set size. Based on the former, a quality assessment for the classifier performance is proposed. Traditionally, the comparison of classification systems is accomplished for a fixed feature set. However, a different set may provide different results. The proposed method compares the classifiers independently of any pre-selected feature set. The algorithms are tested on 80 sets of synthetic examples and six standard databases of real data. The simulated data results are verified by an exhaustive search of the optimum and by two feature selection algorithms for the real data sets.
We address two fundamental design issues of a classification system: the choice of the classifier and the dimensionality of the optimal feature subset. Resampling techniques are applied to estimate both the probability distribution of the misclassification rate (or any other figure of merit of a classifier) subject to the size of the feature set, and the probability distribution of the optimal dimensionality given a classification system and a misclassification rate. The latter allows for the estimation of confidence intervals for the optimal feature set size. Based on the former, a quality assessment for the classifier performance is proposed. Traditionally, the comparison of classification systems is accomplished for a fixed feature set. However, a different set may provide different results. The proposed method compares the classifiers independently of any pre-selected feature set. The algorithms are tested on 80 sets of synthetic examples and six standard databases of real data. The simulated data results are verified by an exhaustive search of the optimum and by two feature selection algorithms for the real data sets. •Novel resampling based method.•Choice of the best classifier among set of candidates.•Estimation of the optimal feature set dimensionality.•Algorithm tested on synthetic and real data.
Author Zoubir, Abdelhak M.
Fandos, Raquel
Debes, Christian
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Issue 11
Keywords Bootstrap
Feature evaluation and selection
Optimal dimensionality
Pattern recognition
Resampling
Classifier design and evaluation
Performance evaluation
Automatic classification
Dimensionality
Probabilistic approach
Probability distribution
Algorithm
Signal classification
Confidence interval
Bootstrapping
Quality control
Testing equipment
Database
Signal processing
Feature extraction
Resampling method
Figure of merit
Language English
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Snippet We address two fundamental design issues of a classification system: the choice of the classifier and the dimensionality of the optimal feature subset....
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SubjectTerms Algorithms
Applied sciences
Bootstrap
Classification
Classifier design and evaluation
Classifiers
Confidence intervals
Detection, estimation, filtering, equalization, prediction
Exact sciences and technology
Feature evaluation and selection
Information, signal and communications theory
Optimal dimensionality
Optimization
Pattern recognition
Quality assessment
Resampling
Signal and communications theory
Signal processing
Signal representation. Spectral analysis
Signal, noise
Telecommunications and information theory
Title Resampling methods for quality assessment of classifier performance and optimal number of features
URI https://dx.doi.org/10.1016/j.sigpro.2013.05.004
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Volume 93
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