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A Differential Evolution Algorithm Based on Nikaido-Isoda Function for Solving Nash Equilibrium in Nonlinear Continuous Games.

机译：基于Nikaido-Isoda函数的非线性连续博弈Nash均衡差分进化算法。

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Feng He; Wei Zhang; Guoqiang Zhang;
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2. Encoding transformation-based differential evolution algorithm for solving knapsack problem with single continuous variable [J] . He Yichao, Wang Jinghong, Zhang Xinlu, Swarm and Evolutionary Computation . 2019,第期

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3. Nash equilibrium payoffs for stochastic differential games with jumps and coupled nonlinear cost functionals [J] . Lin Qian Stochastic Processes and Their Applications: An Official Journal of the Bernoulli Society for Mathematical Statistics and Probability . 2015,第12期

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4. Differential Evolution Based Bi-Level Programming Algorithm for Computing Normalized Nash Equilibrium [C] . Andrew Koh Online World Conference on Soft Computing in Industrial Applications . 2011

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6. A Differential Evolution Algorithm Based on Nikaido-Isoda Function for Solving Nash Equilibrium in Nonlinear Continuous Games [O] . Feng He, Wei Zhang, Guoqiang Zhang -1

机译：基于Nikaido-Isoda函数的差分进化算法求解非线性连续博弈中的Nash平衡
7. Differential evolution based bi-level programming algorithm for computing normalized nash equilibrium [O] . Koh Andrew 100

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A Differential Evolution Algorithm Based on Nikaido-Isoda Function for Solving Nash Equilibrium in Nonlinear Continuous Games.

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