A New Hybrid MGBPSO-GSA Variant for Improving Function Optimization Solution in Search Space

In this article, a newly hybrid nature-inspired approach (MGBPSO-GSA) is developed with a combination of Mean Gbest Particle Swarm Optimization (MGBPSO) and Gravitational Search Algorithm (GSA). The basic inspiration is to integrate the ability of exploitation in MGBPSO with the ability of explorati...

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Main Authors: Narinder Singh, Sharandeep Singh, S B Singh
Format: Article
Language:English
Published: SAGE Publishing 2017-03-01
Series:Evolutionary Bioinformatics
Online Access:https://doi.org/10.1177/1176934317699855
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spelling doaj-15db3bd307a64fff9f0886a4f594831d2020-11-25T03:40:40ZengSAGE PublishingEvolutionary Bioinformatics1176-93432017-03-011310.1177/117693431769985510.1177_1176934317699855A New Hybrid MGBPSO-GSA Variant for Improving Function Optimization Solution in Search SpaceNarinder SinghSharandeep SinghS B SinghIn this article, a newly hybrid nature-inspired approach (MGBPSO-GSA) is developed with a combination of Mean Gbest Particle Swarm Optimization (MGBPSO) and Gravitational Search Algorithm (GSA). The basic inspiration is to integrate the ability of exploitation in MGBPSO with the ability of exploration in GSA to synthesize the strength of both approaches. As a result, the presented approach has the automatic balance capability between local and global searching abilities. The performance of the hybrid approach is tested on a variety of classical functions, ie, unimodal, multimodal, and fixed-dimension multimodal functions. Furthermore, Iris data set, Heart data set, and economic dispatch problems are used to compare the hybrid approach with several metaheuristics. Experimental statistical solutions prove empirically that the new hybrid approach outperforms significantly a number of metaheuristics in terms of solution stability, solution quality, capability of local and global optimum, and convergence speed.https://doi.org/10.1177/1176934317699855
collection DOAJ
language English
format Article
sources DOAJ
author Narinder Singh
Sharandeep Singh
S B Singh
spellingShingle Narinder Singh
Sharandeep Singh
S B Singh
A New Hybrid MGBPSO-GSA Variant for Improving Function Optimization Solution in Search Space
Evolutionary Bioinformatics
author_facet Narinder Singh
Sharandeep Singh
S B Singh
author_sort Narinder Singh
title A New Hybrid MGBPSO-GSA Variant for Improving Function Optimization Solution in Search Space
title_short A New Hybrid MGBPSO-GSA Variant for Improving Function Optimization Solution in Search Space
title_full A New Hybrid MGBPSO-GSA Variant for Improving Function Optimization Solution in Search Space
title_fullStr A New Hybrid MGBPSO-GSA Variant for Improving Function Optimization Solution in Search Space
title_full_unstemmed A New Hybrid MGBPSO-GSA Variant for Improving Function Optimization Solution in Search Space
title_sort new hybrid mgbpso-gsa variant for improving function optimization solution in search space
publisher SAGE Publishing
series Evolutionary Bioinformatics
issn 1176-9343
publishDate 2017-03-01
description In this article, a newly hybrid nature-inspired approach (MGBPSO-GSA) is developed with a combination of Mean Gbest Particle Swarm Optimization (MGBPSO) and Gravitational Search Algorithm (GSA). The basic inspiration is to integrate the ability of exploitation in MGBPSO with the ability of exploration in GSA to synthesize the strength of both approaches. As a result, the presented approach has the automatic balance capability between local and global searching abilities. The performance of the hybrid approach is tested on a variety of classical functions, ie, unimodal, multimodal, and fixed-dimension multimodal functions. Furthermore, Iris data set, Heart data set, and economic dispatch problems are used to compare the hybrid approach with several metaheuristics. Experimental statistical solutions prove empirically that the new hybrid approach outperforms significantly a number of metaheuristics in terms of solution stability, solution quality, capability of local and global optimum, and convergence speed.
url https://doi.org/10.1177/1176934317699855
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