零和对策

二人有限零和对策的线性规划求解及Spreadsheet方法实现

Linear Programming Solution of the Two-Person Finite Zero-sum Game as well as the Realization of the Spreadsheet Method

关于停车问题的最优停时与两人零和对策

Optimal Stopping and the Two-person Zero-sum Game on the Parking Problem

令[aij]n×n是二人零和对策的支付矩阵。

Let nxn be the payoff matrix of a two person zero sum game .

简约型n人零和对策

Reduced form of zero-sum n-person game

模糊值二人零和对策的Nash均衡策略

Nash Equilibrium Strategy of Two-person Zero-sum Games with Fuzzy Payoffs

本文讨论了在通信网的路由算法中应用二人零和对策理论的问题，提出了对策算法（GA）。

The routing algorithm in communication networks applying two - person zero - sum game theory is discussed .

二人有限零和对策问题是对策论问题中最基本的一种，论文利用线性规划和对策论的相关定理，证明了线性规划求解该对策的可行性，并结合Spreadsheet方法给出使用计算机具体求解方法。

The two-person finite zero-sum game is a basic problem in game theory . This paper demonstrates the feasibility of linear programming method in the solution of the problem by using related theorems in linear programming and game theory and Spreadsheet method . Concrete computer-based solutions are given .

基于二人有限零和对策的防空兵火力分配方法

Weapon Assignment of Air-Defense Operation Based on Two-Person Finite Zero-Sum Game

两人有限零和对策的新解法初探

Preliminary Discussion about a New Solution for Finite Two-person Zero-sum Game

模糊多目标二人零和对策的求解方法

The Solution Methods of Two-Person Zero-Sum Games with Fuzzy Multiple Objectives

应用二人零和对策理论的路由算法

The Routing Algorithm Applying Two - Person Zero - Sum Game Theory

旅游业可持续发展的非零和对策

The Non-Zero-Total Countermeasure to the Sustainable Development in Tourism

二人零和对策下的最优人寿保险模型

Optimal Life Insurance Model Based on Two - Person Zero - Sum Games

自动机零和对策的一个模型

A Model of a Two-Automata Zero-Sum Game

广义系统的二人零和对策

Two-Player Zero-Sum Game of Singular Systems

另外，本文还研究了关于停车问题的两人零和对策，得到了该对策的平衡解。

Moreover , this paper also studies the two-person zero-sum game and obtains the equilibrium solu-don of it .

将此问题归结为一个二人零和对策问题，并给出利用对策论求解的方法。

Then the problem is formulated as a two-person zero-sum game , and the method of the problems solution is given .

本文对两人零和对策给出了其鞍点集是凸的或闭的充分条件。

In this note , we obtain sufficient conditions that the set of saddle points are convex or closed in two-person zero-sum games .

经济全球化进程不是零和对策，它是资本统治和经济剥削这一历史运动的现代表达方式。

Economic globalization is not a " zero " countermeasure but a modern expression of the historical movement of capitalist domination and economic exploitation .

本文考察营销中一个两人零和对策模型。由于市场的不确定性，其支付为区间数或模糊数。

In this paper we consider a two-person zero-sum game model with payoff to be an interval number or a fuzzy number due to the uncertainty of the market .

在相互不通信息的企业组成的竞争性行业中，各企业根据自身的条件和行业特点来确定其产品开发时机的条件下，建立零和对策模型；

In this paper how enterprises in competitive trade that blockade each other decide the exploiting juncture of the new product under its conditions and its mystery characters is discussed .

在二人零和对策中，为了确保对策的值及最优策略的存在性，局中人纯策略集为闭集是一个至关重要的条件。

In the zero-sum two person game , closeness of the set for pure strategies of the players is an important condition to guarantee the existence of the value and optimal strategies for the game .

提出基于均匀设计的宏进化算法，并用于求解复杂约束优化问题，首先利用拉格朗日方法将约束优化问题转化为求解一个零和对策问题的鞍点解；

A co-macroevolutionary algorithm , called co-fuzzy macroevolutionary algorithm based on uniform design , is proposed to solve constrained optimization problems . The augmented Lagrangian method is used to transform a constrained optimization problem to a zero-sum game with the saddle-point solution .

将对策理论应用于保险实践中，投保过程可以由二人零和对策来描述，应用二人零和对策理论讨论模型中保险费的最优值存在性及如何得到保险费的最优解。

The insurance process is characterized by the game of two-person zero-sum for the first time : The existence of the optimal value of premium in the model and how to obtain the optimal value are analyzed in detail based on the game theories .

提出了一类局中人都设定有得失控制值的二人零和有限对策，即B矩阵对策。

A special two-person zero-sum finite game , in which every player has a warning level of the gain and loss , is posed . It is said to be the Matrix B-Game .

根据多目标决策和模糊对策理论，研究支付值为Vague值的多目标二人零和矩阵对策。

Based on theories of multi-objective decision making and fuzzy game , the multi-objective two-person zero-sum matrix game , whose payoff value is a vague value is studied .

MAS的协作机制研究，当前比较适用的研究框架是非零和Markov对策及基于Q-算法的强化学习。

Non zero sum Markov game and reinforcement learning based on Q algorithm is a feasible frame for the research on the mechanism of multiagent system 's cooperation .

讨论了Vague多目标二人零和矩阵对策的两种求解方法：一是先将Vague多目标对策问题清晰化，再转化为单目标对策问题求解；

Two solution methods regarding vague multi-objective two-person zero-sum matrix game are discussed : one is making the vague multi-objective game problem certain through the order function of vague values first , then turning it into single objective game ;

然后将这些结果应用于带随机跳跃的线性二次非零和微分对策问题之中，由上述正倒向随机微分方程的解得到了开环Nash均衡点的显式形式。

Then these results were applied to get the explicit form of the open_loop Nash equilibrium point for nonzero sum differential games problem with random jump by the solution of the forward_backward stochastic differential equations .

基于二人零和动态对策理论，给出并证明了系统鲁棒稳定以及扰动衰减问题解存在的充分条件，通过求解离散时间HamiltonjacobiIsaacs方程给出了其鲁棒H∞状态反馈控制解。

Based on the concept of two person zero sum differential game , the sufficient conditions for the existence of an H ∞ state feedback controller to guarantee the robust stability and disturbance attenuation level is obtained , and the solution is given in terms of Hamilton Jacobi Isaacs equation .