| 1. | Combine mathematics method , we try to seek the balanced solve of these models
结合数学的方法，寻求出各博弈模型的均衡解。 |
| 2. | During the third part we introduce sub game perfect nash equilibrium , which is the rational equilibrium solution of dynamic game of perfect information
第三部分围绕完全信息动态博弈给予其合理的均衡解，即子博弈完美纳什均衡。 |
| 3. | Based on the research to the economic system which involves two equal planners , we present a kind of linear interaction programming problem ( lipp )
第二章对一类两人交叉决策问题提出了其线性数学模型，给出了均衡解存在的充分条件 |
| 4. | The equilibrium indicates that the characteristic of equilibrium solutions to static and dynamic multidimensional game accords with that to one - dimensional game
均衡解表明，静态和动态多维博弈均衡解的特征与一维博弈解的特征具有一致性。 |
| 5. | As the transitional economy has special institution environment , the signaling games " equilibria are different from the theoretical models
由于国内转轨时期的特殊性，信号博弈的均衡解与理论分析的结果有一定的偏差，信号的识别作用有所降低。 |
| 6. | Corporate capital structure , enterprise size and the default behavior are signals of the credit risk and the signaling games " equilibria are studied
企业财务杠杆、企业规模和企业违约信号对信用风险有识别作用，并研究了信号博弈的均衡解问题。 |
| 7. | The two - dimensional equilibrium for advertisement - price or service - price games can also be easily obtained by setting the corresponding parameter in the solved equilibrium to zero
设所得的均衡解中相应的参数为零，即可得到关于广告价格或服务价格的二维博弈的均衡。 |
| 8. | Based on reasonable definition of stakeholder and cooperative gambling model , the uniqueness of sub - gambling refining nash equilibrium among stakeholders is tried to get
本文在对利益相关者进行合理界定的基础上，运用合作博弈数学模型，求证利益相关者博弈的子博弈精炼纳什均衡解的唯一性。 |
| 9. | The method was good in the aspect of pointing out all pure strategy combinations which are pure strategy nash equilibria while distinguishing pure strategy nash equilibrium existence
研究了纯战略纳什均衡的存在性及判别法，并给出了判别纳什均衡存在性以及寻求所有纯策略纳什均衡解的较好方法。 |
| 10. | On the basis of the relationship between producer , pirate , government and administration , a series of game models are established to find the nash equilibrium
根据正版厂商和盗版厂商、监管部门与盗版厂商、政府与监管部门之间的关系分别建立了相应的支付矩阵，应用博弈理论对各种情况下的均衡解进行研究。 |
