Selective opposition based constrained barnacle mating optimization: Theory and applications

Q3 Mathematics
Marzia Ahmed , Mohd Herwan Sulaiman , Md. Maruf Hassan , Md. Atikur Rahaman , Masuk Abdullah
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引用次数: 0

Abstract

Mathematical models of Barnacle Mating Optimization (BMO) are based on observations of real-world barnacle mating behaviors such as sperm casting and self-fertilization. Nevertheless, BMO considers penis length to produce new offspring through pseudo-copulated mating behavior, with no constraints like strong wave motion, food availability, or wind direction considered. Exploration and exploitation are two crucial optimization stages as we implement the constrained BMO. They are informed by models of navigational sperm casting properties, food availability, food attractiveness, wind direction, and intertidal zone wave movement experienced by barnacles during mating. We will later integrate opposition-based learning (OBL) with constrained BMO (C-BMO) to improve its exploratory behavior while retaining a quick convergence rate. Rather than opposing all barnacle dimensions, we just opposed those that went over the border. In addition to increasing efficiency by cutting down on wasted time spent exploring, this also increases the likelihood of stumbling onto optimal solutions. After that, it is put through its paces in a real-world case study, where it proves to be superior to the most cutting-edge algorithms available.
基于选择性对抗的约束藤壶交配优化:理论与应用
藤壶交配优化(BMO)的数学模型是基于对现实世界中藤壶交配行为的观察,如撒精和自交。不过,BMO 考虑的是阴茎长度,通过伪繁殖交配行为产生新的后代,而没有考虑强浪运动、食物供应或风向等限制因素。探索和利用是我们实施受限 BMO 的两个关键优化阶段。它们参考了藤壶在交配过程中经历的导航投精特性、食物可得性、食物吸引力、风向和潮间带波浪运动等模型。稍后,我们将把基于对立的学习(OBL)与受限 BMO(C-BMO)结合起来,以改进其探索行为,同时保持快速的收敛速度。我们不反对所有藤壶维度,而只反对那些越界的维度。除了通过减少浪费在探索上的时间来提高效率外,这还增加了偶然发现最优解的可能性。之后,我们在实际案例研究中对它进行了检验,证明它优于现有的最先进算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Results in Control and Optimization
Results in Control and Optimization Mathematics-Control and Optimization
CiteScore
3.00
自引率
0.00%
发文量
51
审稿时长
91 days
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