A finite game is play to win, and an infinite game is played to keep playing. 有限赛局是要赢,无限赛局是要赛个不停。
Linear program method is the classical method for solving finite zero game problem. 解有限零和博弈问题的经典方法是线性规划方法。
Commercial Banks-SMES Finite Repeated Game Simulation under Complete Information 商业银行&中小企业有限次重复博弈仿真
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. 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。
Finally, the optimal pure strategies for each player can be found directly by the use of two-person finite zero-sum matrix game theory. 最后根据二人有限零和矩阵博弈理论,直接求两机的最优纯策略。
Weapon Assignment of Air-Defense Operation Based on Two-Person Finite Zero-Sum Game 基于二人有限零和对策的防空兵火力分配方法
Brown Method& A Simulation-based Method in Finite Zero Sum Game Solution 一种求有限零和博弈解的仿真方法
On Finite strategic game 有限战略博弈的几个结果
Linear Programming Solution of the Two-Person Finite Zero-sum Game as well as the Realization of the Spreadsheet Method 二人有限零和对策的线性规划求解及Spreadsheet方法实现
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. 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。
Preliminary Discussion about a New Solution for Finite Two-person Zero-sum Game 两人有限零和对策的新解法初探
Expand precise time integration from LQ control problem to the resolution of finite horizon Linear Quadratic Differential Game ( LQDG). This provides a new approach to solve differential games, and also embodies the characteristics of high precision and stability of precise time integration. 将精细积分法从LQ控制问题扩展应用于有限时间线性二次型微分对策的求解,为微分对策问题求解提供新的思路,也体现出精细积分法高度精密和稳定的特点。
Concretely, finite dynamic cooperative game with perfect information and changing coalitional structures is considered in the second chapter. 第二章具体研究了具有完全信息和变化联盟结构的有限动态合作对策。
It is common knowledge that a zero sum two-person finite game is also called matrix game. 众所周知,零和二人有限对策也称为矩阵对策。
The main works are as follows: 1. The finite strategy game analysis method of information security investment decision for organizations is proposed, and it provides the decision support for the correct information security investment. 本文的主要研究内容及成果如下:1.提出了组织信息安全投资决策的有限策略博弈分析方法,为组织正确制定信息安全投资决策提供决策支持。
Future decision-making also has not completely predictable, there exists a finite rational being in the game, the government should find a way to multi-satisfied. 未来的决策同样具有不可完全预测性,存在有限理性,在博弈之中,政府应该寻找一条让多方满意的道路。
Using the model of finite dynamic game and extended dynamic game, the paper establishes the optimal incentive system of land trust protection mechanism. 通过有限动态博弈模型与扩展的动态博弈模型,研究建立农村土地信托保护的最优激励机制。