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Parallel Multi-Population Technique for Meta-Heuristic Algorithms on Multi Core Processor

机译:多核处理器中元启发式算法的并行多群技术

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This paper investigates parallelization method for meta-heuristic algorithms such as Particle Swarm optimization (PSO) and Differential Evolution (DE) on multicore processor to reach eventually fast execution and stable result. In PSO or DE algorithm, all of member in initial population are created to search the best place in which the value of member in that place is satisfied the output criteria. As the parallelization method, the searching region is separated into many sub-regions which are executed with optimized algorithm on multi-core processor. The structure of meta-heuristic algorithms is rebuilt to execute in parallel multi population mode. The benchmark functions such as Rosenbrock, Griewank, Ackley and Michalewicz are used to test those proposed algorithms. The results show that the proposed parallel multi-population technique applied on PSO and DE algorithm has a competitive performance compared to the standard ones. The parallel multi-population technique shows better result which proves more precise and stable. Especially, meta-heuristic algorithms running in parallel multipopulation mode execute quite convincingly faster than standard ones.
机译:本文研究了元启发式算法,如粒子群优化(PSO)和在多核处理器微分进化(DE)的并行化方法,达到最终快速执行稳定的结果。在PSO或DE算法中,创建初始群体中的所有成员以搜索该位置中成员的值满足输出标准的最佳位置。作为并行化方法,搜索区域被分成许多子区域,该子区域以多核处理器的优化算法在多核处理中执行。元启发式算法的结构重建以在并行多人群体模式下执行。 RosenBrock,Grewank,Ackley和Michalewicz等基准函数用于测试这些提出的算法。结果表明,与标准的PSO和DE算法应用于PSO和DE算法上的提出的并行多人群体技术具有竞争性能。并行多群技术显示出更好的结果,这些结果可以获得更精确和稳定。特别地,在并行多步模式中运行的元启发式算法比标准术语更快地执行得非常令人信服。

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