以对寡头垄断市场中的价格竞争的数学模型分析为理论基础，利用博弈设计理论来分析寡头垄断市场中的领导者企业的价格竞争策略。
And on the basis of the analysis of the price competition by using the mathematical models in the oligopoly market, use the game theory to design the leader enterprise's price competition strategy.
将风险引入矩阵对策，对二人有限策略博弈的理论研究具有十分重要的意义。
For the study of strategy game theory, it is important to introduce risk into matrix countermeasure.
垄断企业网络外部性产品定价策略的博弈分析具有重大理论价值和现实意义。
It is theoretic and realistic for the game analysis on monopolist on pricing strategies of network Externalities products.
本文运用博弈论、经济学和管理学对合作促销中的竞合策略选择作了理论研究和探讨。
The paper use game theory, economics and management to research the extent of cooperation relations and promotion strategy choices.
然后利用进化博弈理论相关知识，研究在有限理性条件下不同类型的交易者采用第三方支付系统的策略动态演化过程。
Furthermore, the paper analyzes how different types of trades' strategy evolve dynamically under limited rational condition by using the evolutionary game theory and correlated knowledge.
为了解决该问题，基于单一制造商和单一零售商构成的逆向供应链系统，应用博弈理论对废旧产品回收的定价策略进行研究。
In order to solve the problem, the price decisions of recycled products based on the reverse supply chain between the manufacturer and the retailer were studied by game theory.
并基于非对称信息理论，建立了我国医药企业跨组织的项目小组研发外包的合作博弈模型，分析了博弈双方的合作策略。
Based on the Asymmetric Information Theory, a cooperative game model was established to analyze players' cooperative strategies of the cross...
论文运用博弈论，结合营销渠道冲突控制理论，分析垂直营销渠道冲突并设计垂直渠道冲突控制策略。
Papers the use of game theory, combined with marketing channel conflict control theory, analysis of vertical marketing channel conflict and design of vertical channel conflict control strategy.
通过假设网格环境和设置相应变量，基于博弈理论建立了网格资源分配机制和竞价策略博弈模型，并应用动态规划算法证明了纳什均衡的存在。
From assuming the grid environment and set variables, the thesis founded a grid resource allocate mechanism and a biding policy model, proved the existent of Nash Equilibrium.
通过假设网格环境和设置相应变量，基于博弈理论建立了网格资源分配机制和竞价策略博弈模型，并应用动态规划算法证明了纳什均衡的存在。
From assuming the grid environment and set variables, the thesis founded a grid resource allocate mechanism and a biding policy model, proved the existent of Nash Equilibrium.
应用推荐