ARBP: antibiotic-resistant bacteria propagation bio-inspired algorithm and its performance on benchmark functions

Kirti Aggarwal, Anuja Arora
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Abstract

Optimization algorithms are continuously evolving and considered as an active multidiscipline research area to design scalable solutions for complex optimization problems. Literature witnesses the constant effort by researchers to improve existing optimization algorithms or to develop a new algorithm to deal with single and multiple objective problems. This research paper presents a novel population-based, metaheuristic bio-inspired optimization algorithm. The algorithm contrived the propagation concept of antibiotic-resistant bacteria named as antibiotic-resistant bacteria propagation (ARBP) algorithm where properties of bacteria to acquire antibiotic resistance over time are used as a base concept. The optimization algorithm imitates the two prime mechanisms of horizontal gene transfer—Conjugation Gene Transfer Mechanism (CGTM) and Transformation Gene Transfer Mechanism (TGTM) to propagate antibiotic-resistant bacteria. CGTM and TGTM are used to explore the search space to handle single and multiple objective optimization problems. Conjugation mechanism is used for exploration of search space and exploitation concept is driven by transformation mechanism. The efficiency and importance of the ARBP algorithm are validated on varying classical and complex benchmark functions. An extensive comparative study is performed to detail the effectiveness of ARBP over other well-known swarm and evolutionary algorithms. This comparative analysis clearly depicts that the performance of ARBP is superior in terms of finding a better solution with high convergence as compared to other considered algorithms.

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ARBP:抗生素细菌传播生物启发算法及其在基准函数上的表现
优化算法在不断发展,并被视为一个活跃的多学科研究领域,可为复杂的优化问题设计可扩展的解决方案。文献见证了研究人员为改进现有优化算法或开发新算法以处理单目标和多目标问题所做的不懈努力。本研究论文提出了一种新颖的基于种群的元启发式生物优化算法。该算法将抗生素耐药细菌的传播概念设计为抗生素耐药细菌传播(ARBP)算法,将细菌随时间获得抗生素耐药性的特性作为基本概念。该优化算法模仿水平基因转移的两种主要机制--共轭基因转移机制(CGTM)和转化基因转移机制(TGTM)来繁殖抗生素细菌。CGTM 和 TGTM 用于探索搜索空间,以处理单目标和多目标优化问题。共轭机制用于探索搜索空间,而利用概念则由转化机制驱动。ARBP 算法的效率和重要性在不同的经典和复杂基准函数上得到了验证。通过广泛的比较研究,详细说明了 ARBP 与其他著名的蜂群算法和进化算法相比的有效性。对比分析清楚地表明,与其他算法相比,ARBP 在找到更好的解决方案和高收敛性方面表现出色。
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