2018
DOI: 10.1111/coin.12196
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An adaptive memetic algorithm for feature selection using proximity graphs

Abstract: We propose a multivariate feature selection method that uses proximity graphs for assessing the quality of feature subsets. Initially, a complete graph is built, where nodes are the samples, and edge weights are calculated considering only the selected features. Next, a proximity graph is constructed on the basis of these weights and different fitness functions, calculated over the proximity graph, to evaluate the quality of the selected feature set. We propose an iterative methodology on the basis of a memeti… Show more

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Cited by 11 publications
(3 citation statements)
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“…The main characteristic of this second type of learning is that algorithms do not have access to labels, therefore the problem is no longer to find a map but instead analyze how points are organized in the input space . Application of intelligent computing can be studied Vasant et al, Panda et al, Abu Zaher et al and integration of SA and clustering algorithm is elaborated in Seifollahi …”
Section: Mathematical Formulation and The Methodologymentioning
confidence: 99%
“…The main characteristic of this second type of learning is that algorithms do not have access to labels, therefore the problem is no longer to find a map but instead analyze how points are organized in the input space . Application of intelligent computing can be studied Vasant et al, Panda et al, Abu Zaher et al and integration of SA and clustering algorithm is elaborated in Seifollahi …”
Section: Mathematical Formulation and The Methodologymentioning
confidence: 99%
“…In 2019, a regression approach based on 'Continued Fraction' (CFR) was proposed; it views multivariate regression as a non-linear optimization problem and the authors used a memetic algorithm to find approximations to the unknown target functions from experimental data [30]. Memetic algorithms are a population-based approach to solve computational problems that are posed as optimization tasks and have been heavily used for other data analytics in combinatorial optimization problems [31,32,33] and that are also showing impressive results for non-linear regression problems [34,30,35,36] and other machine learning problems [37].…”
Section: Continued Fraction Regressionmentioning
confidence: 99%
“…This method can ensure that at the beginning of the algorithm, particles can search for better seeds in the global scope at a higher speed, while in the later stage of the algorithm, the particle can conduct detailed local search, that is, it has better local optimization ability. 11…”
Section: Nonlinear Dynamic Improved the Inertia Weightsmentioning
confidence: 99%