Description: 用LINGO解决对策论中的问题，基于混合对策纳什均衡数学原理 建议分类：数学建模程序-use game theory to solve the problems Based on the Nash equilibrium mixed response mathematical principle proposed classification : mathematical modeling procedures Platform: |
Size: 2497 |
Author:albert |
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Description: 用LINGO解决对策论中的问题，基于混合对策纳什均衡数学原理 建议分类：数学建模程序-use game theory to solve the problems Based on the Nash equilibrium mixed response mathematical principle proposed classification : mathematical modeling procedures Platform: |
Size: 2048 |
Author:albert |
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Description: 本程序为求解博弈纳什均衡解的源程序，可以自己构造博弈矩阵，也可以选择已经存在的博弈矩阵．本程序分为两种方法，一种方法只能求解纯纳什均衡解．另一种可以求混合均衡解．-This procedure for solving the Nash equilibrium solution of game source code, you can construct their own game matrix, can also choose an already existing game matrix. This procedure is divided into two methods, a method can only solve the pure Nash equilibrium solution. Another solution could be seeking a balanced mixture. Platform: |
Size: 2902016 |
Author:朱某 |
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Description: 利用博弈论进行功率控制分析,利用迭代实现纳什均衡-Use game theory to power control analysis, the use of iteration to achieve Nash equilibrium Platform: |
Size: 1024 |
Author:game theroy |
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Description: 求双矩阵博弈的Nash平衡点，可以避免产生死循环。-Demand pairs of the Nash equilibrium point bimatrix game, can minimize the infinite loop. Platform: |
Size: 1024 |
Author:pzheng |
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Description: 基于异步分布式价格（ADP）算法的功率控制matlab仿真，利用梯度算法来达到纳什均衡，求得最优解。-Asynchronous Distributed Price (ADP) power control algorithm matlab simulation, using the gradient algorithm to achieve the Nash equilibrium, get the optimal solution. Platform: |
Size: 8192 |
Author:张雪雪 |
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Description: 输入参数可以自动求得纳什均衡点的Java程序，包中有Java源码。想使用，直接打开包中的HTM文件即可-Input parameters can be obtained as the equilibrium of Java program, Steve Nash bag in Java code. Want to open the bag, direct HTM files Platform: |
Size: 14336 |
Author:张强 |
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Description: 不动点理论是数学很经济的基础，其中经济学中的纳什平衡问题就是基于不动点理论解决的。-Fixed point theory is the mathematical basis is the economy, in which the Nash equilibrium problem in economics is based on fixed point theory to solve. Platform: |
Size: 10881024 |
Author:heguitian |
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Description: 认知无线电分布式功率控制非合作博弈NASH均衡的实现基于价格函数以及DPC功率控制比较-Distributed cognitive radio power control non-cooperative game NASH equilibrium price function and the DPC-based power control more Platform: |
Size: 1024 |
Author:刘冰 |
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Description: 基于粒子群算法的纳什均衡问题求解,The Solution of Nash Equilibrium Problem
Based on Particle Swarm Optimization-The Solution of Nash Equilibrium Problem Based on Particle Swarm Optimization Platform: |
Size: 1177600 |
Author:鼻涕妹 |
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Description: 对粒子群算法进行研究，并在此基础上求解纳什均衡问题。-Particle swarm algorithm to study, and based on this problem solving Nash equilibrium
Platform: |
Size: 1179648 |
Author:朱文英 |
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Description: n 人非合作博弈 纳什均衡 基于文章"An Optimization Formulation to Compute Nash Equilibrium in finite Games"的源码-The function npg solves an n-person finite non-co-operative game to
compute one sample Nash Equilibrium. It uses an optimization formulation
of n-person non-co-operative games as described in the adjoining paper
"An Optimization Formulation to Compute Nash Equilibrium in finite
Games" Platform: |
Size: 8192 |
Author:木目 |
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Description: 基于博弈论的信道选择与功率控制仿真，在20次迭代后达到纳什均衡-Channel selection and power control simulation based on game theory, after 20 iterations to reach the Nash equilibrium Platform: |
Size: 1024 |
Author:lqin |
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Description: 数学建模中的纳什均衡算法，稍微改一下应该是可以用的。-Mathematical modeling of the Nash equilibrium algorithm, a slight change should be able to use. Platform: |
Size: 6685696 |
Author:lcc |
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Description: 利用博弈论相关知识，使用迭代法来搜索Nash均衡点-Using the knowledge of game theory, an iterative method is used to search the Nash equilibrium point
Platform: |
Size: 1024 |
Author:张海俊 |
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Description: 本文研究了有限反馈下基于博弈论的联合功率分配与反馈速率控制优化问题。通过建立新的博弈模型，证明了其纳什均衡的存在性。同时，根据功率与反馈速率的关系，提出了一种迭代算法，可快速收敛到博弈不动点。仿真结果表明，联合优化算法的性能优于单单考虑反馈速率的算法。-In this paper, under the limited feedback joint power allocation based on game theory and feedback rate control optimization problems. Through the establishment of a new game model proved its existence of Nash equilibrium. Meanwhile, according to the relationship between power and the feedback rate proposed an iterative algorithm can quickly converge to a fixed point game. Simulation results show that the performance of joint optimization algorithm is superior to just consider the feedback rate of the algorithm. Platform: |
Size: 51200 |
Author:sunjing |
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Description: We consider the scheduling of simple linear deteriorating jobs on parallel machines a new perspective based on game theory. In scheduling, jobs are often controlled by independent and selfish agents, in which each agent tries to a machine for processing that optimizes its own payoff while ignoring the others. We formalize this situation as a game in which the players are job owners, the strategies are machines, and a player’s utility is inversely proportional to the total completion time of the machine selected by the agent. The price of anarchy is the ratio between the worst-case equilibrium makespan and the optimal makespan. In this paper, we design a game theoretic approximation algorithm Aand prove that it converges to a pure-strategy Nash equilibrium in a linear number of rounds. We also derive the upper bound on the price of anarchy of Aand further show that the ratio obtained by Ais tight. Finally, we analyze the time complexity of the proposed algorithm-We consider the scheduling of simple linear deteriorating jobs on parallel machines a new perspective based on game theory. In scheduling, jobs are often controlled by independent and selfish agents, in which each agent tries to a machine for processing that optimizes its own payoff while ignoring the others. We formalize this situation as a game in which the players are job owners, the strategies are machines, and a player’s utility is inversely proportional to the total completion time of the machine selected by the agent. The price of anarchy is the ratio between the worst-case equilibrium makespan and the optimal makespan. In this paper, we design a game theoretic approximation algorithm Aand prove that it converges to a pure-strategy Nash equilibrium in a linear number of rounds. We also derive the upper bound on the price of anarchy of Aand further show that the ratio obtained by Ais tight. Finally, we analyze the time complexity of the proposed algorithm Platform: |
Size: 228352 |
Author:杨松 |
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Description: 运用matlab节点能量均衡的纳什均衡，可以实现代码的运行，经过多次迭代能够到达纳什均衡。(Using Nash Equilibrium with matlab nodes, we can run the code and reach Nash Equilibrium after many iterations.) Platform: |
Size: 14336 |
Author:1yan
|
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Search - Nash equilibrium