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The authors who brought you the bestseller in game theory, Thinking Strategically , now provide the long-awaited sequel. Game theory means rigorous strategic thinking. It's the art of anticipating your opponent's next moves, knowing full well that your rival is trying to do the same thing to you. Though parts of game theory involve simple common sense, much is counterintuitive, and it can only be mastered by developing a new way of seeing the world. Using a diverse array of rich case studies—from pop culture, TV, movies, sports, politics, and history—the authors show how nearly every business and personal interaction has a game-theory component to it. Are the winners of reality-TV contests instinctive game theorists? Do big-time investors see things that most people miss? What do great poker players know that you don't? Mastering game theory will make you more successful in business and life, and this lively book is the key to that mastery. .
Avinash K. Dixit is John J.F. Sherrerd University Professor of Economics at Princeton University, where he offers his popular freshman course in game theory. He is among the world’s leading economists, having made fundamental contributions in several major fields, including Game Theory. He is world famous. He is the author of many books, including Thinking Strategically (Norton, 1991), Investment Under Uncertainty (Princeton UP, 1994), and The Art of Strategy (Norton, 2009).
Barry J. Nalebuff is the Milton Steinbach Professor at the Yale School of Management. Nalebuff applies game theory to business strategy and is the co-founder of one of America's fastest-growing companies, Honest Tea.
虽然,我是出版社的人,我最近也基本上只读、藏自己出版社的书(因为一者本社出的书太多实在是足够我读,二者这是不花钱的福利 ^o^),但是我绝不是对本社的什么书都说好的,恰恰相反,我对书的要求极为苛刻,极少推荐其中的作品。而这一本,我极力推荐! 也许这不是一本适合...
评分你比别人聪明? 当你在交易的时候,自己是否真的占有优势? ~~~~ 这本书被誉为西方的《孙子兵法》,在这些问题上都会给你一个实用满意的答复。
评分本书用非常通俗的手法通过大量的案例介绍了博弈论及其策略应用,易读易懂,结构清晰合理。 如果读者对博弈论不甚了解,本书是一本不可多得的入门书籍,书中并没有充斥术语定理和严格论证,更多的是案例分析和归纳总结。 如果读者已经接触过博弈论甚至有一定研究,本书同样极具...
浅显易懂,就是过一阵可能都会忘了
评分看聪明人做游戏 乐此不疲
评分看了六分之一弃了。整体内容还是蛮不错的,但是信息密度太低了。可能是因为比较通俗?用三分之一的篇幅感觉就够了
评分浅显易懂,就是过一阵可能都会忘了
评分深入浅出,看不懂formula也不妨碍摸摸博弈论的皮毛。
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