博弈

Due to the difference of payoff matrix, the game relation between government and developers appears to be three game models, namely chicken game, prisoners' dilemma and boxed pigs.

政府与开发商之间的博弈关系因支付矩阵的不同可能出现斗鸡博弈、囚徒困境博弈和智猪博弈三种情况。

The principle of maximal profit is the main factor as to whether to obey credit or not. The analysis of using a game theory model once and using it repeatedly arid the analysis of a game theory model with outside intervene and evolutionary game theory analysis lead to a conclusion that strengthening cooperation and the government's power of supervision and punishment, the truthfulness of information , and a sound credit mechanism are the basic solution to the credit problem in electronic commerce.

本文运用博弈的方法，对电子商务中失信产生的原因进行了分析，认为收益的最大化原则是决定是否守信的主要因素，并通过对一次博弈、重复博弈和有外部干预情况下以及进化论博弈模型的分析，得出进一步加强交易合作的持久性、政府监管和惩罚的力度、信息的真实性以及完善的信用制度，是解决电子商务信用问题的根本方法。

The principle of maximal profit is the main factoras to whether to obey credit or not. The analysis of using a gametheory model once and using it repeatedly arid the analysis of agame theory model with outside intervene and evolutionary gametheory analysis lead to a conclusion that strengthening cooperationand the government's power of supervision and punishment, thetruthfulness of information , and a sound credit mechanism are thebasic solution to the credit problem in electronic commerce.

本文运用博弈的方法，对电子商务中失信产生的原因进行了分析，认为收益的最大化原则是决定是否守信的主要因素，并通过对一次博弈、重复博弈和有外部干预情况下以及进化论博弈模型的分析，得出进一步加强交易合作的持久性、政府监管和惩罚的力度、信息的真实性以及完善的信用制度，是解决电子商务信用问题的根本方法。

This book includes 17 chapters, including games with perfect information, mixed strategy equilibrium, extensive games with perfect information, coalitional games and the core, games with imperfect information, variants and extensions, evolutionary equilibrium and so on.

本书共分17部分，内容包括完全信息博弈、混合策略均衡、完全信息展开型博弈、联盟博弈及其核心、不完全信息展开型博弈、变体和推广、演化均衡等内容。本书是适用于高年级本科生和研究生的入门教材。建议使用800X600模式，IE6.0以上版本

Definition: This is an altruistic role in the confrontation of games. Compital refers to the focus on evidence, while disregarding logic, which has no principles but simple rules; in other words, it denotes a part of obligatory supply. I name this phenomenon in games the games compital.

博弈共产： Games Compital 它是博弈对局中的一个利他角色，共产是指只注重证据而不考虑逻辑，没有原理而只有简单的规则，也就是说它包含有一部分义务性的提供，我把博弈中的这种现象叫做博弈共产。

In this model, the government, as the drawer-up of the game rules, is by all means capable to maximize the benefits of both parties concerned on Nash equilibrium.

运用&二人零和博弈理论&的相关知识，建立一个税务局－企业的博弈模型，在这个模型中，政府作为博弈规则的制定者，完全有能力通过制定相应的博弈规则，而使双方决策在纳什均衡时自己的利益最大化。

In this model, the government, as the drawer-up of the game rules, is by all means capable to maximize the benefits of both parties concerned on Nash equilibrium.

运用&二人零和博弈&的相关知识，建立一个税务局－企业的博弈模型，在这个模型中，政府作为博弈规则的制定者，完全有能力通过制定相应的博弈规则，而使双方决策在纳什均衡时自己的利益最大化。

Related knowledge of "zero sum two person games theory" is applied to establish a game model of taxation bureau-business. In this model, the government, as the drawer-up of the game rules, is by all means capable to maximize the benefits of both parties concerned on Nash equilibrium.

运用&二人零和博弈理论&的相关知识，建立一个税务局－企业的博弈模型，在这个模型中，政府作为博弈规则的制定者，完全有能力通过制定相应的博弈规则，而使双方决策在纳什均衡时自己的利益最大化。

Related knowledge of "zero sum two person games theory" is applied to establish a game model of taxation bureau-business. in this model, the **********, as the drawer-up of the game rules, is by all means capable to maximize the benefits of both parties concerned on nash equilibrium.

运用&二人零和博弈理论&的相关知识，建立一个税务局－企业的博弈模型，在这个模型中，政府作为博弈规则的制定者，完全有能力通过制定相应的博弈规则，而使双方决策在纳什均衡时自己的利益最大化。

Related knowledge of "zero sum two person games theory" is applied to establish a game model of taxation bureau-business. In this model, the government, as the drawer-up of the game rules, is by all means capable to maximize the benefits of both parties concerned on Nash equilibrium.

运用&二人零和博弈理论&的相关知识，建立一个税务局－企业的博弈模型，在这个模型中，****作为博弈规则的制定者，完全有能力通过制定相应的博弈规则，而使双方决策在纳什均衡时自己的利益最大化。

What would he tell Judith and the children?

他将怎样告诉朱迪丝和孩子们呢？

I this is at that time, the opinion with peacockish true girl is full of in a heart.

这就是当时的我，一个心中布满虚荣的女孩子真实的想法。