基于多智能体系统的分布式旗鱼优化器在GPU上实现的非凸可伸缩优化问题

S. Shadravan, H. Naji, V. Khatibi
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引用次数: 4

摘要

旗鱼优化器(SailFish Optimizer, SFO)是一种元启发式算法,其灵感来自于一组狩猎旗鱼,它们轮流攻击一组猎物。该算法利用简单的方法提供了探索和开发阶段之间的动态平衡,创造了群体多样性,避免了局部最优,保证了较高的收敛速度。目前,多智能体系统和元启发式算法可以为组合优化问题的求解提供高性能的解决方案。这些方法为减少执行时间和提高解决方案质量提供了重要途径。本文提出了一种基于多智能体的分布式旗鱼优化器(sailfish optimizer, DSFO)算法,在保证优化结果高质量的同时,提高了算法的执行时间和加速速度。在这种方法中,使用计算统一设备架构(CUDA)的图形处理单元(gpu)用于满足大量计算需求。在深入研究中,我们给出了DSFO算法的实现细节和性能观察。在一组标准的基准优化函数上,对分布式SFO和顺序SFO进行了比较研究。此外,将分布式SFO算法的执行时间与其他并行算法进行了比较,证明了该算法解决无约束优化问题的速度。最后的结果表明,该方法的执行速度比其他并行算法快14倍,显示了DSFO解决不可分、非凸和可扩展优化问题的能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Distributed Sailfish Optimizer Based on Multi-Agent Systems for Solving Non-Convex and Scalable Optimization Problems Implemented on GPU
The SailFish Optimizer (SFO) is a metaheuristic algorithm inspired by a group of hunting sailfish that alternates their attacks on group of prey. The SFO algorithm takes advantage of using a simple method for providing the dynamic balance between exploration and exploitation phases, creating the swarm diversity, avoiding local optima, and guaranteeing high convergence speed. Nowadays, multi agent systems and metaheuristic algorithms can provide high performance solutions for solving combinatorial optimization problems. These methods provide a prominent approach to reduce the execution time and improve of the solution quality. In this paper, we elaborate a multi agent based and distributed method for sailfish optimizer (DSFO), which improves the execution time and speedup of the algorithm while maintaining the results of optimization in high quality. The Graphics Processing Units (GPUs) using Compute Unified Device Architecture (CUDA) are used for the massive computation requirements in this approach. In depth of the study, we present the implementation details and performance observations of DSFO algorithm. Also, a comparative study of distributed and sequential SFO is performed on a set of standard benchmark optimization functions. Moreover, the execution time of distributed SFO is compared with other parallel algorithms to show the speed of the proposed algorithm for solving unconstrained optimization problems. The final results indicate that the proposed method is executed about maximum 14 times faster than other parallel algorithms and shows the ability of DSFO for solving non-separable, non-convex and scalable optimization problems.
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