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A Genetic Algorithm for Solving Multimodal Functions Based on Neighborhood Penalty Function
Author(s) -
HU Neng-fa
Publication year - 2016
Publication title -
scholars journal of engineering and technology
Language(s) - English
Resource type - Journals
eISSN - 2347-9523
pISSN - 2321-435X
DOI - 10.21276/sjet.2016.4.6.4
Subject(s) - penalty method , genetic algorithm , algorithm , computer science , function (biology) , mathematical optimization , mathematics , genetics , biology
By utilizing the neighborhood penalty function and mutation method, the research puts forward a novel genetic algorithm (GA) by combining global search and local search. Based on the strategy of multiple evolutions, the algorithm constructs a neighborhood with the result of each evolution as the centre, and then sets a penalty function to punish individuals in the neighborhood. The experiment proves that the algorithm converges rapidly, shows favorable global superiority, and is not likely to get trapped in a local optimum. Endowed with these advantages, the algorithm presents preferable global performance and therefore is universally applicable to multimodal functions with multiple solutions.

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