Mathematics2022Open AccessHighly Cited

A Review of the Modification Strategies of the Nature Inspired Algorithms for Feature Selection Problem

Ruba Abu Khurma, Ibrahim Aljarah, Ahmad Sharieh et al.

128 citations2022Open Access — see publisher for license terms1 related compound

Research Article — Peer-Reviewed Source

Original research published by Khurma et al. in Mathematics. Redistributed under Open Access — see publisher for license terms. MedTech Research Group provides these references for informational purposes. We do not conduct original research. All studies are the work of their respective authors and institutions.

Abstract

This survey is an effort to provide a research repository and a useful reference for researchers to guide them when planning to develop new Nature-inspired Algorithms tailored to solve Feature Selection problems (NIAs-FS). We identified and performed a thorough literature review in three main streams of research lines: Feature selection problem, optimization algorithms, particularly, meta-heuristic algorithms, and modifications applied to NIAs to tackle the FS problem. We provide a detailed overview of 156 different articles about NIAs modifications for tackling FS. We support our discussions by analytical views, visualized statistics, applied examples, open-source software systems, and discuss open issues related to FS and NIAs. Finally, the survey summarizes the main foundations of NIAs-FS with approximately 34 different operators investigated. The most popular operator is chaotic maps. Hybridization is the most widely used modification technique. There are three types of hybridization: Integrating NIA with another NIA, integrating NIA with a classifier, and integrating NIA with a classifier. The most widely used hybridization is the one that integrates a classifier with the NIA. Microarray and medical applications are the dominated applications where most of the NIA-FS are modified and used. Despite the popularity of the NIAs-FS, there are still many areas that need further investigation.

Full Text

Full text is available at the publisher.

Read at Publisher
Article Details
DOI10.3390/math10030464
JournalMathematics
Year2022
AuthorsRuba Abu Khurma, Ibrahim Aljarah, Ahmad Sharieh, Mohamed Abd Elaziz, Robertas Damaševičius, Tomas Krilavičius
LicenseOpen Access — see publisher for license terms
Citations128