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Open loop nash equilibrium of n-person non-zero sum linear-quadratic differential games with magnitude restraints / BEBR No. 67

机译：具有幅度限制的n人非零和线性二次微分对策的开环纳什均衡/ BEBR No.67

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"References": leaf 8.

机译：“参考”：第8页。

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Stern Ronald J.;
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年度 1972
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正文语种 {"code":"en","name":"English","id":9}
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3. A novel method to compute Nash equilibrium in non-cooperative n-person games based on differential evolutionary algorithm [J] . Changbing Li, Huiying Cao, Maokang Du Intelligent decision technologies . 2014,第3期

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5. NON-CONCAVE PROGRAMMING AND DIFFERENTIAL GAMES IN DYNAMIC RESOURCE ALLOCATION MODELS (NASH EQUILIBRIUM, ECONOMIC GROWTH) [D] . AMIR, RABAH 1985

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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

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7. Open-loop Nash equilibrium of N-person nonzero sum linear-quadratic differential games with magnitude restraints [O] . Stern Ronald J 1974

机译：具有大小约束的N人非零和线性二次微分对策的开环Nash平衡
8. Finding a Nash Equilibrium in Noncooperative N-Person Games by Solving a Sequenceof Linear Stationary Point Problems [R] . van den Elzen, A., Talman, D. 1993

机译：通过求解线性平稳点问题求解非合作N人游戏中的纳什均衡

Open loop nash equilibrium of n-person non-zero sum linear-quadratic differential games with magnitude restraints / BEBR No. 67

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