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Open-loop Nash equilibrium of N-person nonzero sum linear-quadratic differential games with magnitude restraints

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

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Stern Ronald J;
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年度 1974
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1. Linear-quadratic stochastic two-person nonzero-sum differential games: Open-loop and closed-loop Nash equilibria [J] . Sun Jingrui, Yong Jiongmin Stochastic Processes and Their Applications: An Official Journal of the Bernoulli Society for Mathematical Statistics and Probability . 2019,第2期

机译：线性二次随机两人非零和差动游戏：开环和闭环纳入均衡
2. Bang-bang-type Nash equilibrium point for Markovian nonzero-sum stochastic differential game [J] . Said Hamadène, Rui Mu Comptes rendus. Mathematique . 2014,第9期

机译：马氏非零和随机微分对策的Bang-bang型Nash平衡点
3. Concurrent learning-based approximate feedback-Nash equilibrium solution of N-player nonzero-sum differential games [J] . Kamalapurkar Rushikesh, Klotz Justin R., Dixon Warren E. Automatica Sinica, IEEE/CAA Journal of . 2014,第3期

机译：基于并发学习的N玩家非零和微分博弈的近似反馈-纳什均衡解
4. Model-based reinforcement learning for on-line feedback-Nash equilibrium solution of N-player nonzero-sum differential games [C] . Kamalapurkar Rushikesh, Klotz Justin, Dixon Warren E. American Control Conference . 2014

机译：N模型非零和差分游戏在线反馈-纳什均衡解的基于模型的强化学习
5. NON-CONCAVE PROGRAMMING AND DIFFERENTIAL GAMES IN DYNAMIC RESOURCE ALLOCATION MODELS (NASH EQUILIBRIUM, ECONOMIC GROWTH) [D] . AMIR, RABAH 1985

机译：动态资源分配模型（纳什均衡，经济增长）中的非凹规划和微分游戏
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. Open loop nash equilibrium of n-person non-zero sum linear-quadratic differential games with magnitude restraints / BEBR No. 67 [O] . Stern Ronald J. 1972

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
8. Asymptotic Analysis of Nash Equilibria in Nonzero-Sum Linear-QuadraticDifferential Games. The Two-Player Case [R] . Weeren, A. J. T. M., Schumacher, J. M., Engwerda, J. C. 1994

机译：非零和线性二次微分对中Nash平衡的渐近分析。双人案例

Open-loop Nash equilibrium of N-person nonzero sum linear-quadratic differential games with magnitude restraints

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