Merging Nash Equilibrium Solution with Genetic Algorithm : The Game Genetic Algorithm

Massimo Orazio Spata, S. Rinaudo
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引用次数: 5

Abstract

In this paper, it has been integrated Nash Equilibrium solution of Game Theory with Genetic Algorithms (GA) to optimize performance of a job scheduler, in order to simulate topology and sizing of Analog Electrical Circuits simulation. We proposed a new method for performance problems solving of Genetic Algorithms applied to Electronic Design Automation (EDA) simulator tool optimization. This optimal solution process is formulated as a non-cooperative Game in order to solve GA performance problem more efficiently and effectively. For these reasons, it has been created a new integrated Algorithm named Game Genetic Algorithm (GGA). A flow chart of the algorithm is presented to investigate the feasibility of the above approach.
纳什均衡解与遗传算法的融合:博弈遗传算法
本文将博弈论的纳什均衡解与遗传算法(GA)相结合来优化作业调度程序的性能,以模拟模拟电路仿真的拓扑和规模。提出了一种将遗传算法应用于电子设计自动化(EDA)仿真工具优化中的性能问题求解新方法。为了更高效地求解遗传算法性能问题,将该最优解过程表述为非合作博弈。基于这些原因,我们创造了一种新的集成算法——游戏遗传算法(GGA)。给出了算法的流程图,以验证上述方法的可行性。
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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