文章分析了在超标排污监控机制下管理部门和排污企业的博弈行为和均衡策略，并讨论了公众监督机制对博弈双方的影响。
The action and equilibrium strategies of the government and the firms are analyzed. And effluence of the public monitoring mechanism to the players is discussed.
第四部分，从博弈要素、博弈过程、博弈均衡等方面对拆迁行为进行了博弈分析，系统地分析了拆迁补偿各主体的行为关系、拆迁补偿制度运行成本。
Fourthly, the author take the Game Pattern research by the balance, etc., analyzed systematically about the relation of principal part's action and house-demolishing compensation.
通过博弈模型的分析可以发现，道德来源于人们的社会博弈行为，是人为了相互间的利益均衡而形成的规则。
By the analysis of game pattern, we find that in fact the moral originates from the society gaming behaviors, and is the regulation of balancing each other's benefits.
在讨论了一次博弈模型和流速均衡解析解的基础上，对基于无限重复博弈模型的流速与拥塞控制行为进行了研究。
After the one-shot game model and flow equilibrium solution are discussed, the behaviors of flow and congestion control based on infinite repeated game model further is studied.
本文应用期权博弈理论，对企业在面对市场环境不确定和竞争者行为不确定情况下企业价值边界的动态均衡演化过程做了深入分析。
By employing options game theory the present article analyses deeply the dynamic equilibrium of firm boundary under both uncertainties of market environment and competitors behaviors firm faces.
由于显式闭环纳什均衡解反映了理性人在动态博弈时的行为方式，因此关于它的研究也具有重要的实际意义。
The explicit closed-loop Nash equilibrium solution reflected the rational behavior in the dynamic game, so the research on it also has important practical significance.
博弈论是研究决策主体的行为发生直接相互作用时的决策及决策的均衡问题。
Game theory concerns the study of the decision-making and its equilibrium when the behavior of the subject of the decision-making has a direct interaction.
文章在分析公司与农户行为选择的基础上，通过构建博弈模型导出了双方履约的均衡条件。
Based on the analysis of companies and farmers' choices, the balance conditions of both sides to fulfill contracts were deduced by building a Game Theoretical Model.
用传统的博弈论模型解释这种条件下企业的决策行为，只能得到对应现实中两种极端情况的两重纳什均衡。
The traditional game theory model gave two Nash equilibriums to explain the decision of enterprises in this condition.
该文根据电力市场的特点，提出一种新的博弈模型来模拟发电商的策略行为，推导了该模型的纳什均衡解。
In this paper, a new oligopolistic game model is put forward to finish the above simulation. The formulae of Nash equilibrium are obtained based on complete information.
基于工程索赔的时效性、客观性和动态性等特征，建立其博弈模型；利用完全信息动态博弈理论在不同条件分析博弈双方（承包商和业主）的选择和行为，得出纳什均衡解。
Through analyzing the choice and behave of both parts of the game(contractor and owner) with "dynamic game with complete information"theory, the Nash equilibrium solution of the model is attained.
基于工程索赔的时效性、客观性和动态性等特征，建立其博弈模型；利用完全信息动态博弈理论在不同条件分析博弈双方（承包商和业主）的选择和行为，得出纳什均衡解。
Through analyzing the choice and behave of both parts of the game(contractor and owner) with "dynamic game with complete information"theory, the Nash equilibrium solution of the model is attained.
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