Construction of Computer Mathematical Model Based on Improved Genetic Algorithm

This paper presents a computer mathematical model that addresses the issue of data redundancy in a genetic algorithm. The model combines an enhanced genetic algorithm with mobile computing. A MATLAB program that relies on a least square approach to solve equations, ascertain the parameter range, and address estimate parameter range and identification issues will be used in the paper. Integrating an enhanced genetic algorithm with mobile computing and the least square approach resulted in a significant expansion of the individual search area and a 90% gain in operational efficiency compared to the basic genetic algorithm or mobile computing alone. The findings demonstrate that the enhanced genetic algorithm and mobile computing can discern the ideal solution and significantly improve job efficiency.

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Publication Details

Published
2024-08-14
DOI
https://doi.org/10.1109/peeec63877.2024.00218
Primary Topic
Educational Technology and Assessment
Type
article
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article

Construction of Computer Mathematical Model Based on Improved Genetic Algorithm

Yu Minfeng
Educational Technology and Assessment
article

Construction of Computer Mathematical Model Based on Improved Genetic Algorithm

Yu Minfeng
article en

Abstract

This paper presents a computer mathematical model that addresses the issue of data redundancy in a genetic algorithm. The model combines an enhanced genetic algorithm with mobile computing. A MATLAB program that relies on a least square approach to solve equations, ascertain the parameter range, and address estimate parameter range and identification issues will be used in the paper. Integrating an enhanced genetic algorithm with mobile computing and the least square approach resulted in a significant expansion of the individual search area and a 90% gain in operational efficiency compared to the basic genetic algorithm or mobile computing alone. The findings demonstrate that the enhanced genetic algorithm and mobile computing can discern the ideal solution and significantly improve job efficiency.

Neusoft (China) (CN), Chengdu Neusoft University
Openalex Percentile: Top 59%
Educational Technology and Assessment
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