Game theory creates mathematical models that analyze different conditions like this to predict outcomes.
博弈论创造了数学模型来分析像这样的不同情况以预测结果。
Other software related to middle school mathematical education are: model style, game style, question-answer style, testing style, and tool style.
此外，与中学数学教育有关的软件还有模拟型、游戏型、问题解决型、水平测试型和工具型等。
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.
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。
That is simply the mathematical certainty of a game largely ruled by chance.
这仅仅是一个数学上的概率问题。
The theory of game was firstcreated as a mathematical theory.
博弈论最初是作为一种数学理论被提出来的。
This paper introduced the theory and method of performance diagnosis through mathematical simulation in ball game, illustrated with the instance of table tennis match.
介绍了球类比赛数学模拟竞技诊断的理论与方法，并用乒乓球比赛的数学模拟竞技诊断实例进行了说明。
By this game tool, we give and solve two mathematical models for putting environment to rational use.
以这种博弈为工具，建立并解决了两个合理利用公共环境的数学模型。
Game theory is a branch of operational research. It's the mathematical theory that people's behavior under decision-making competition.
对策论是运筹学的一个分支，是有关多人在竞争状态下的决策行为的数学理论。
The theory of locally convex topology, real analysis and other mathematical tools are adopted to further investigate the theory on judgement block of a continuous game.
为了深入研究连续对策上的计策理论，以局部凸拓扑学和实分析等理论为数学工具研究了连续对策的判断块理论。
The linear complementarity problem was very useful in economics, it was widely used in game theory and mathematical programming.
线性互补问题在经济学、对策论和数学规划领域中有广泛的应用，线性互补问题解的存在性与特殊矩阵密切相关。
In spatial game models, mathematical methods of comparing the local payoff structures, mean-field approximation, pair approximation, as well as invasion probability analysis are also used.
比较邻域结构、均匀场近似、偶对近似、以及入侵概率分析的数学方法也被用来研究空间博弈模型。
It is the mathematical mystery of the game show.
它是数学奥秘的游戏呈现。
The mathematical model of the matrix B-game and its solution are given.
给出了B矩阵对策的数学模型、有关理论和求解方法。
During this period Nash established the mathematical principles of game theory.
在此期间，他建立了博弈论的数学原则。
And based on all the analyses, the writer continues to make a mathematical analysis of the town network by applying game theory.
最后尝试在这些分析的基础上，运用博弈论的知识对城镇网络进行数理分析。
Evolutionary game theory provides a versatile framework and mathematical description of interactions between players or agents.
演化博弈论提供了一种描述个体之间交互作用的通用数学框架。
Its characteristics and strategy forms are described and thus finding out the Nash equilibrium to the Group-game Nash equilibrium on strategy concerned with mathematical method.
对群博弈的特征和策略形式进行了描述，用数学的方法求得群博弈的系统均衡。
This book is for those who wish a thorough mathematical treatment circa 1990 of game theory, bidding and some bargaining problems.
此书是为那些想对大约1990年左右的博奕论、投标以及一些商谈问题有十分精确理解的人而写的。
Therefore, the future stress should go to the anatomy and mathematical figuration of game theory process.
因此，更加深入细致的博弈过程的分解和数理推导也是未来研究可以进一步加强的地方。
The mathematical concepts of ESS and 3 of the most representative mathematical models are introduced: (1) Symmetrical Hawks doves game;
对进化上的稳定策略（ESS）的数学概念及三个最有代表性的模型：（1）对称型鹰-鸽博奕；
There is a secret mathematical method to winning the game.
获胜的秘诀，可由一个简单的数学程式来解答。
There is a secret mathematical method to winning the game.
获胜的秘诀，可由一个简单的数学程式来解答。
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