Computer Engineering & Science
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ZHU Kangning,XIE Zheng,DAI Li
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We study the problem of npersons’ noncooperative finite game with multiple Nash equilibrium points. Firstly, we construct a mathematical programming model and prove that the solution to this model is equal to that of the npersons’ noncooperative finite game. We also propose a simulated annealing algorithm with selfadaption neighborhood for such problems. Based on this algorithm, we solve the multisolution problem without reducing the number of solutions. Numerical experiments show that the proposed algorithm is convergent and stable, and it outperforms the particle swarm algorithm, the immune particle swarm algorithm and the traditional simulated annealing algorithm.
Key words: npersons noncooperative finite game, simulated annealing algorithm, selfadaption neighbourhood, continuous variable, global optimization, multisolution problem
ZHU Kangning,XIE Zheng,DAI Li.
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URL: http://joces.nudt.edu.cn/EN/
http://joces.nudt.edu.cn/EN/Y2016/V38/I12/2560