基于梯度的新型优化器:以经济负荷调度问题为例

Sanket Raval, N. Thangadurai, S. Deb
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引用次数: 0

摘要

基于梯度的优化器(Gradient-Based Optimizer, GBO)是一种基于牛顿法的新发明的元启发式优化算法。本文提出了一种基于Levy辅助和基于对抗策略的梯度优化器(LEOBGBO- Levy Enhanced Opposition based GBO)。该优化器采用梯度搜索规则和局部转义算子作为原GBO。将新提出的优化器应用于标准基准函数和经济负荷调度问题的求解。将提出的元启发式算法的性能与其他先进算法进行了比较。性能分析证明了所提优化器在基准函数和ELD方面优于其他算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Novel Gradient-Based Optimizer: A Case Study on Economic Load Dispatch Problem
The Gradient-Based Optimizer (GBO) is newly invented metaheuristic optimization algorithm based on Newton's based method. In this paper, novel gradient-based optimizer is proposed based on Levy-Assisted and Opposition Based Strategy (LEOBGBO- Levy Enhanced Opposition Based GBO). Proposed optimizer also utilizes gradient search rule and local escaping operator as original GBO. Newly proposed optimizer is applied for solving standard benchmark functions as well as Economic Load Dispatch (ELD) problem. The performance of the proposed metaheuristic is compared with other state of the art algorithms. Performance analysis proves the superiority of proposed optimizer over other algorithms for benchmark function as well as ELD.
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