This course provides a brief introduction to game theory. Our main goal is to understand the basic ideas behind the key concepts in game theory, such as equilibrium, rationality, and cooperation. The course uses very little mathematics, and it is ideal for those who are looking for a conceptual introduction to game theory.
博弈论入门
东京大学课程信息
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初级
完成时间大约为21 小时
英语（English）
字幕：法语（French）, 巴西葡萄牙语, 俄语（Russian）, 英语（English）, 西班牙语（Spanish）
您将获得的技能
Nash EquilibriumGame TheoryStrategic Planning
学生职业成果
25%
完成这些课程后已开始新的职业生涯
35%
通过此课程获得实实在在的工作福利
25%
加薪或升职
可分享的证书
完成后获得证书
100% 在线
立即开始，按照自己的计划学习。
可灵活调整截止日期
根据您的日程表重置截止日期。
初级
完成时间大约为21 小时
英语（English）
字幕：法语（French）, 巴西葡萄牙语, 俄语（Russian）, 英语（English）, 西班牙语（Spanish）
提供方
东京大学
The University of Tokyo was established in 1877 as the first national university in Japan. As a leading research university, UTokyo offers courses in essentially all academic disciplines at both undergraduate and graduate levels and conducts research across the full spectrum of academic activity.
教学大纲 - 您将从这门课程中学到什么
完成时间为 5 小时
Why Do We Need Game Theory, and What Does it Tell Us?
Is it possible to analyze a wide variety of social and economic problems using a unified framework? In the first module, we address this question. We will see that the concept of rational decision making is useful, but it is not quite sufficient to provide governing principles. Motivated examples and some history of game theory will be provided. You will also be asked to play a simple card game to see how it feels to make your decisions strategically.
完成时间为 5 小时
12 个视频 （总计 91 分钟）, 6 个阅读材料, 5 个测验
12 个视频
1-1 What is Game Theory?8分钟
1-2 Modelling Social Problems as a "Game"12分钟
1-3 In Search for the Governing Principle10分钟
1-4 Concerns About a Mathematical Theory of Human Behavior7分钟
1-5 Let's Play a Game6分钟
Card Game Tutorial (No Audio)2分钟
1-6 John Nash Discovered the Governing Principle6分钟
1-7 Nash Equilibrium9分钟
1-8 Traffic Game in Reality7分钟
1-9 Location Game6分钟
1-10 Policies of Two Parties10分钟
6 个阅读材料
Course Description10分钟
Syllabus10分钟
Card Game Challenge Instruction10分钟
(Supplementary Reading Material) Convergence to Nash Equilibrium in the Traffic Game10分钟
About Optional Challenge Problems2分钟
Supplemental explanation for Question 1, 2 and 310分钟
5 个练习
Practice Quiz 1.130分钟
Practice Quiz 1.230分钟
Practice Quiz 1.330分钟
Graded Quiz 130分钟
Module 1 Optional Challenge Problems1小时
完成时间为 5 小时
Understanding Nash equilibrium
The basic solution concept of game theory is Nash equilibrium. In Module 2, we try to understand this central concept through various examples and ask the following crucial question: how do players come to play a Nash equilibrium?
完成时间为 5 小时
10 个视频 （总计 89 分钟）, 1 个阅读材料, 5 个测验
10 个视频
2-2 Coordination Game and Self-Fulfilling Prophecy9分钟
2-3 Market Competition11分钟
2-4 Why Do People Come to Play Nash Equilibrium? Part I7分钟
2-5 Why Do People Come to Play Nash Equilibrium? Part II7分钟
2-6 Why Do People Come to Play Nash Equilibrium? Part III7分钟
2-7 Stylized Facts and Nash Equilibrium5分钟
2-8 Make Yourself Unpredictable: Mixed Strategy Equilibrium7分钟
2-9 Sports Games and Game Theory10分钟
2-10 Nash Equilibrium Exists in All Games11分钟
1 个阅读材料
About Optional Challenge Problems2分钟
5 个练习
Practice Quiz 2.130分钟
Practice Quiz 2.230分钟
Practice Quiz 2.330分钟
Graded Quiz 230分钟
Module 2 Optional Challenge Problems1小时
完成时间为 5 小时
Rationality, Knowledge, and Evolution in Games
In Module 3, we will dig deeper into the relationship between rationality and Nash equilibrium. We will consider the whole spectrum of possible intellectual capacities of players, spanning the range from unlimited ability for sophisticated reasoning to absolute zero intelligence. In the end, you will see that Nash equilibrium can emerge under a fairly wide range of intellectual capacities of players.
完成时间为 5 小时
9 个视频 （总计 94 分钟）, 3 个阅读材料, 5 个测验
9 个视频
3-2 Digression: How You Played the Card Game and Addressing the Concerns about Game Theory15分钟
3-3 “Payoffs” in a Game: What Exactly Are Those Numbers?9分钟
3-4 What Does it Mean That a Player is Rational?6分钟
3-5 Domination: Strategies That Are “Obviously Good or Bad”10分钟
3-6 Common Knowledge of Rationality10分钟
3-7 Low Rationality: What Happens if Players Are Not Very Smart?7分钟
3-8 Game Theory Under Zero-Intelligence: Biological Evolution10分钟
3-9 Fig Wasps Play a Nash Equilibrium11分钟
3 个阅读材料
Aggregated Result of the Card Game Challenge10分钟
About Optional Challenge Problems2分钟
Supplemental explanation for Question 2, 3 and 410分钟
5 个练习
Practice Quiz 3.130分钟
Practice Quiz 3.230分钟
Practice Quiz 3.330分钟
Graded Quiz 330分钟
Module 3 Optional Challenge Problems1 小时 20 分
完成时间为 6 小时
Sustaining Cooperation
The final module is devoted to the most important and most general message of game theory: rational behavior quite often leads to a socially undesirable outcome. We will first try to understand the basic reason for this, and then see how this insight of game theory has made fundamental impacts in the natural and social sciences. Finally, we will learn some general methods to overcome this problem.
完成时间为 6 小时
11 个视频 （总计 123 分钟）, 2 个阅读材料, 5 个测验
11 个视频
4-2 Why is Group Rationality Different From Rationality of Individuals?10分钟
4-3 Group Rationality vs. Rationality of Individuals in Biological Evolution11分钟
4-4 Group Rationality vs. Rationality of Individuals in Social Thought11分钟
4-5 How to Enforce Socially Desirable Outcomes13分钟
4-6 Cooperation of gas Stations in Long-Term Relationship Part I: Need For Cooperation12分钟
4-7 Cooperation of Gas Stations in Long-Term Relationship Part II: Mechanism of Cooperation11分钟
4-8 Reputation and Brand Name10分钟
4-9 Cooperation in Loosely Knit Organization14分钟
4-10 Summary of the Course13分钟
Final Message from the Instructor4分钟
2 个阅读材料
(Supplementary Reading Material) Why People Discount Future Payoff ?10分钟
About Optional Challenge Problems2分钟
5 个练习
Practice Quiz 4.130分钟
Practice Quiz 4.230分钟
Practice Quiz 4.330分钟
Graded Quiz 430分钟
Module 4 Optional Challenge Problems1 小时 20 分
审阅
来自博弈论入门的热门评论
由 TS 提供Dec 17, 2016
Rather philosophical then mathematical. An accumulation of simple, but essential and interesting reflections on what game theory is and how it relates to reality. Thank you, it was very enjoyable!
由 RR 提供May 30, 2020
This course is amazing for beginners for no prior knowledge about game theory. I especially love the recommendations given at the end of the courses and the honour problems given in the course.
由 FR 提供Sep 15, 2020
I enjoyed this course a lot. It gives a very good theoretical background to the concepts of game theory as well as providing extra challenges for people with more of a maths background.
由 VV 提供Apr 18, 2020
very good introductory course! for a more theoretical understanding of what game theory is about. some interesting applications were brought up to illustrate the types of games as well.
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