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所在平台: Udemy |
课程主页: https://www.udemy.com/course/operations-research-game-theory/
课程评论：没有评论
《掌握基础博弈论》 Coursera 课程概述： 本课程是“运筹学”系列课程的延伸，旨在介绍博弈论的基础概念。博弈论主要研究两个理性竞争对手在已知支付情况下的博弈。课程内容包括： * **基本概念：** 鞍点博弈和非鞍点博弈，纯策略博弈与混合策略博弈。 * **求解方法：** * 两乘两博弈的简易解法。 * 优势规则（包括修正规则），用于简化博弈。 * 线性规划方法在博弈论问题中的应用。 * **特殊博弈：** * 可以化简为两行或两列博弈问题的图解法。 * 适用于无法进一步简化的三乘三博弈的“奇数法”（oddments method）。 本课程通过讲解实际问题，帮助学习者掌握博弈论的基本原理和解决策略。
I have already put up four courses under the series ‘Operations Research' and have received good response from students all over the globe. Encouraged by the response so received, I thought of making this new course on Game Theory, a celebrated topic in Operations Research. It's primarily a situation of two competitive players playing a ‘Game' with each other when the payoffs are known to either parties fully. Both the players are assumed to be rational; that means they will not do anything that will hurt themselves. The course will introduce the basic concepts in game theory. What is covered is the basic concepts such as games with saddle point and games without saddle point. Games of pure strategies Vs games of mixed strategies. Easy ways of solving two by two games have been covered. After this the 'Rule of Dominance' has been covered, with a view to reduce the size of the game where ever possible. Even the modified rule of dominance has been covered. The graphical solution to the game theory problem is possible if the game can be reduced to a two row or to a two column game. In this course problems of each type (one each) are covered. In some special types of problems the method of oddments is ideally suited to a three by three games, which otherwise cannot be reduced to a smaller size. In the course, two problems on the method of oddments have been covered. Lastly and most importantly the games using concepts of linear programming method is also covered.
