Environmental Adaption Method

Anuj Chandila, S. Tiwari, K. Mishra, Akash Punhani
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Abstract

This article describes how optimization is a process of finding out the best solutions among all available solutions for a problem. Many randomized algorithms have been designed to identify optimal solutions in optimization problems. Among these algorithms evolutionary programming, evolutionary strategy, genetic algorithm, particle swarm optimization and genetic programming are widely accepted for the optimization problems. Although a number of randomized algorithms are available in literature for solving optimization problems yet their design objectives are same. Each algorithm has been designed to meet certain goals like minimizing total number of fitness evaluations to capture nearly optimal solutions, to capture diverse optimal solutions in multimodal solutions when needed and also to avoid the local optimal solution in multi modal problems. This article discusses a novel optimization algorithm named as Environmental Adaption Method (EAM) foable 3r solving the optimization problems. EAM is designed to reduce the overall processing time for retrieving optimal solution of the problem, to improve the quality of solutions and particularly to avoid being trapped in local optima. The results of the proposed algorithm are compared with the latest version of existing algorithms such as particle swarm optimization (PSO-TVAC), and differential evolution (SADE) on benchmark functions and the proposed algorithm proves its effectiveness over the existing algorithms in all the taken cases.
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环境适应法
本文描述了优化是如何从所有可用的解决方案中找出问题的最佳解决方案的过程。许多随机算法被设计用来识别最优化问题的最优解。在这些算法中,进化规划、进化策略、遗传算法、粒子群优化和遗传规划等算法被广泛应用于优化问题。虽然文献中出现了许多求解优化问题的随机算法,但它们的设计目标是一致的。每个算法都被设计为满足一定的目标,如最小化适应度评估的总数以捕获近最优解,在需要时捕获多模态解中的多个最优解,以及避免多模态问题中的局部最优解。本文讨论了一种新的优化算法——环境自适应法(EAM),该算法可用于解决优化问题。EAM的设计目的是减少问题最优解检索的总体处理时间,提高解的质量,特别是避免陷入局部最优。将所提算法与最新版本的粒子群优化算法(PSO-TVAC)和差分进化算法(SADE)在基准函数上进行了比较,结果表明所提算法在所有情况下都优于现有算法。
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