合作博弈

  • 网络Cooperative game
合作博弈合作博弈
  1. 根据经典的n人合作博弈的核心和α-核心的定义,给出了这类博弈问题核心的概念及等价条件。

    Second , the core of the n-person cooperative game with interval worth is discussed according to a-core by Nishizaki .

  2. 基于合作博弈的产业集群技术扩散的CA模型及其模拟研究

    A CA Model and a Simulation Study on Technology Diffusion in an Industrial Cluster Based on Cooperative Game

  3. 联盟收益值为区间数的n人合作博弈的解

    Solutions of n-Person Cooperative Games with Interval Worth

  4. 基于Markov随机过程的动态合作博弈的模糊稳定集

    Fuzzy stable set of dynamic cooperative games based on Markov stochastic processes

  5. 基于TU动态模糊联盟合作博弈的核心及谈判集

    Cores and bargaining sets of cooperative games based on TU dynamic fuzzy alliance

  6. 基于合作博弈的JIT批量模型

    Analysis of Lot Size Model in a JIT Supply Chain Based on Co-operative Game

  7. 对Cartel联盟机制的非合作博弈分析

    The Non-cooperative Game Analysis on the Mechanism of Cartel Alliance

  8. 房地产开发商Cartel联盟合作博弈的稳定性分析

    Stability analysis of Cartel alliance cooperative games of developer of real estate

  9. 在N人博弈中存在多重博弈均衡问题,这意味着在非合作博弈中Nash均衡不惟一。

    In N-person game there exist multiple equilibria in game , which means there does not exists unique equilibrium point in Nash equilibrium .

  10. 博弈论可以划分为合作博弈(cooperativegame)和非合作博弈(non-cooperativegame),现在经济学家谈到的博弈论一般指的是非合作博弈。

    Game theory includes cooperative game and non - cooperative game , the game theory that economist now talk about generally refers to non - cooperative game .

  11. 基于非合作博弈论的多小区OFDMA系统动态资源分配算法研究

    Dynamic Resource Allocation Algorithm for Multi-cell OFDMA Systems Based on Noncooperative Game Theory

  12. 建立PPP模式下体育场馆建设运营的合作博弈框架。

    The third part is to establish PPP mode stadium construction and operation of the cooperative game framework .

  13. 基于信干比的CDMA功率控制中存在正回馈现象,而这种正回馈现象实际上是一种非合作博弈。

    There is a kind of phenomena called positive feedback in SIR based power control process of CDMA systems . It does harm to CDMA systems .

  14. 本文就是利用博弈论中的非合作博弈、多阶段完全信息动态博弈以及信息博弈论中的委托代理理论,构建了一个博弈框架来对企业RD激励因素进行分析并提出了相应的对策。

    In this thesis , we apply non-cooperative game , multiple - complete information dynamic game and commitment-agency theory of information game theory to establishment the incentive mechanism of enterprise R & D .

  15. 在LTE下行链路中,采用非合作博弈论中的定价机制对多小区OFDMA系统的功率分配进行建模。

    In the LTE downlink , utilize pricing mechanism in non-cooperative game theory modeling power allocation of the multi-cell OFDMA system .

  16. 分别得出了非合作博弈的均衡解(Stackelberg均衡)和合作博弈的均衡解(联合定价),并进一步对各种定价策略的效率进行了分析。

    Non-cooperative game equilibrium ( Stackelberg equilibrium ) and a cooperative game equilibrium ( coordination in price decision ) are obtained .

  17. 首先证明了在无约束假设下的合作博弈定价模型中,各级节点所获供应链整体利润高于非合作的Stackelberg动态博弈分散定价时的利润。

    It demonstrates that the supply chain nodes are favored more profits in the game of corporation than non-cooperative of Stackelberg dynamic game .

  18. 针对Internet用户的贪婪行为,引入非合作博弈理论,为非合作网络中的流速与拥塞控制行为建立模型,论证了上述博弈模型中Nash均衡点的存在性和惟一性。

    Because of the greedy behaviors of Internet users , the non-cooperative game theory is introduced to model the behaviors of flow and congestion control in noncooperative network . The existence and uniqueness of the Nash equilibrium point are proved .

  19. 最终得出结论:纯粹的JIT供需方案并非最优,最优策略在于供需双方进行合作博弈,共享合作带来的利益。

    A conclusion is drawn from the analysis that the pure JIT strategy is not the optimal one , and the best strategy lies in the co-operative game and sharing benefits between partners .

  20. 在此基础上,以二人合作博弈为例,建立了一个有关个人努力程度和合作程度以及在一定分配模式下团队成员间合作问题的博弈模型,研究了该博弈的Nash均衡问题。

    A two-person teamwork is taken as an example to establish a game model concerning individual 's effort degree and cooperation degree under certain allocation rules . Nash equilibrium of this game is studied .

  21. 提出可以用合作博弈中的Shapley值和核仁方法,评估PSS对系统动态稳定性的贡献,量化分析PSS对大型互联电网输送能力的影响。

    Methods based on Shapley value and nucleolus in the cooperative game theory were utilized to determine the PSS impact on power system transfer capability and its contribution to power system dynamic stability .

  22. 在供应链中供需双方分别占主导地位的情况下,通过讨价还价模型,数量折扣策略以及基于合作博弈的JIT批量模型等不同策略方法给出了利益分配策略。

    When the buyer or the solder is dominated in the supply chain , we build bargaining model , volume discounts based on cooperation and strategy of the game by JIT to give the ways how to distribute the benefits .

  23. 针对电力市场中,水电厂间补偿效益的合理分摊将成为补偿调节能否顺利开展的关键问题,借助于合作博弈中的估值理论,提出了基于Shapely值的补偿效益分摊方法。

    The successful operation of compensation dispatch among hydro-power plants greatly depends on the reasonable allocation of compensation benefits in market environment . Based on the evaluation theory in cooperative game theory , the Shapely-Value allocation method are presented .

  24. 应用合作博弈理论分析三网融合中的竞争、合作,借助互补企业知识研究融合新业务的投资、定价等,借助Stackelberg模型探讨三网融合非对称进入。

    We use the cooperation game theory to analyze the convergence of competition , cooperation , and study the investment and pricing of integration new business with the help of complementary knowledge . Then we explore " asymmetric entering " of three network convergence with Stackelberg .

  25. ElizabethBruss也于1977年发表文章称作者与读者之间的博弈应分为零和博弈、组合动机博弈以及合作博弈,而且这些理论可以进一步运用到文本翻译中去。

    Later , in Elizabeth Bruss ' article published in 1977 , she suggested that the game authors play with their readers be classified into zero-sum , mixed motive and cooperative games , which could also be extended to translation text .

  26. 通过目前企业专利诉讼现状分析及所遇问题进行相关假设,然后建立合作博弈模型分析,得到最优的专利信息检索和防御布局成本投入,最后基于Rubinstein讨价还价模型求出成本分担系数。

    By analyzing the current situation of patent litigation to propose some hypotheses and establish a cooperative game model to find the optimal cost investment of patent information retrieval and defense layout . Finally find the cost sharing coefficient by Rubinstein bargaining model .

  27. 团队绩效与合作博弈的半定性模拟研究

    Study on Semi-Qualitative Simulation for Teamworks 's Performance and Cooperation Game

  28. 论数字参考服务的合作博弈均衡解

    On Balanced Solution of Cooperative Game Theory to Digital Reference Service

  29. 因此,企业合作博弈中的联盟收益具有模糊性和不确定性。

    So the cooperation income of enterprise is fuzzy and uncertain .

  30. 企业并购决策的非合作博弈

    Non-cooperative Game Analysis for the Decision of Enterprises Merger and Acquisition