异质平行岛模型

L. A. D. Silveira, J. L. Soncco-Álvarez, T. Lima, M. Ayala-Rincón
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引用次数: 4

摘要

同质平行岛屿模型(HoPIMs)在所有岛屿上运行相同的生物启发算法(BA)。一些通信拓扑和迁移策略已经在这样的模型中进行了微调,为不同的案例研究加速并提供了比顺序ba质量更好的解决方案。本研究选取了4个在所有岛屿上成功运行遗传算法(GA)的hopim。在此基础上,提出并研究了该模型的异构版本(hepim)的性能,该模型在孤岛上运行四种不同的算法,即遗传算法、双点交叉遗传算法、差分进化算法和粒子群优化算法。heims旨在保持覆盖解决方案空间的人口多样性,并减少岛屿之间的重叠。NP-hard进化逆转距离问题通过hepim解决,验证了它们计算精确解的能力并优于hopim。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Heterogeneous Parallel Island Models
Homogeneous Parallel Island Models (HoPIMs) run the same bio-inspired algorithm (BA) in all islands. Several communication topologies and migration policies have been fine-tuned in such models, speeding up and providing better quality solutions than sequential BAs for different case studies. This work selects four HoPIMs that successfully ran a genetic algorithm (GA) in all their islands. Furthermore, it proposes and studies the performance of heterogeneous versions of such models (HePIMs) that run four different BAs in their islands, namely, GA, double-point crossover GA, Differential Evolution, and Particle Swarm Optimization. HePIMs aim to maintain population diversity covering the space of solutions and reducing the overlap between islands. The NP-hard evolutionary reversal distance problem is addressed with HePIMs verifying their ability to compute accurate solutions and outperforming HoPIMs.
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