Un primer curso de teoría de juegos

by Robert Gibbons

Este libro presenta una de las herramientas más poderosas del análisis económico moderno a una amplia no sólo a los que se especializan en teoría de juegos pura, sino también a los que vayan a utilizar los modelos de teoría de juegos en campos aplicados del análisis económico. Gibbons da tanta importancia a las aplicaciones económicas de la teoría como a la misma teoría; los argumentos formales sobre juegos abstractos desempeñan un papel menor. La variedad de aplicaciones en este libro permite mostrar que cuestiones similares se plantean en áreas diferentes del análisis económico, lo que permite que las mismas herramientas de teoría de juegos puedan utilizarse en cada caso. Para poner de relieve el amplio alcance potencial de la teoría, las aplicaciones proceden de áreas muy dispares, como la organización industrial, la economía laboral, la macroeconomía, la economía financiera o la economía internacional.

Genres: Economics, Nonfiction, Business, Mathematics, Textbooks, Reference, Psychology

288 pages, Paperback

First published January 1, 1992

About the author

Robert S. Gibbons is an American economist and Sloan Distinguished Professor of Management at MIT. He specializes in organizational economics and founded the NBER Working Group on Organizational Economics, which he directed from 2002 to 2022.

Reviews

[Dio Mavroyannis · Rating 5 out of 5]

Not the most technical book but that is a good thing. It gets most of the concept out very clearly, you can follow along all the way through, I would even say that if you can get to the end and understand every definition of it, you are probably better equipped in game theory than most economists. Unfortunately because the simplicity in approach, going from this textbook to notation heavy one will not be easy but that does not make this one any less enjoyable. Probably the most fun game theory book out there.

[Colin · Rating 4 out of 5]

"The argument is in the spirit of our analysis of the two-stage repeated game based on Figure 2.3.3 (the stage game in which we added a second Nash equilibrium to the Prisoners' Dilemma): if if the players cooperate today then they play a high-payoff equilibrium tomorrow; otherwise they play a low-payoff equilibrium tomorrow. The difference between the two-stage repeated game and the infinitely repeated game is that here the high-payoff equilibrium that might be played tomorrow is not artificially added to the stage game but rather represents continuing to cooperate tomorrow and thereafter."

I give you Gibbons, the Woodrow Wilson of mathematics.

[Yan Leng · Rating 5 out of 5]

A book definitely worth second-reading. This is a book used as reference for many MIT graduate level applied game theory classes (at least three departments are using is that I knew of). I like the way the book is organized and the illustrative

Easier than Fudenberg's intro to game theory. I would recommend this as an intro book for people new to game theory.

[Jack · Rating 3 out of 5]

Very good textbook. Concise when it needs to be, wordy when it needs to be, and uses very good metaphors and examples. Very well organized.

[ریچارد · Rating 3 out of 5]

کتابه دیگه ای نخوندم تو این حوزه، اما اگر وولدریج رو استاندارد قضیه بدونیم، سه ستاره

[Tyler · Rating 4 out of 5]

Excellent, concise introduction to applied game theory. The examples draw from a variety of applications within economics, but primarily focus on industrial organization. Concepts are introduced in an intuitive manner before being formally defined and overtly technical aspects are avoided. Highly recommended to advanced undergraduate students or higher who need to know how to apply non-cooperative game theory without needing to know how every theorem is derived.

[Daniel Villegas · Rating 5 out of 5]

This is a classic in Theory of Games as part of the baggage any economist must have in his understanding about how the markets solve problems when there're market power to exert to improve profits. Duopoly an Oligopoly are solved as games. The complete isuue must cover Bayessian solutions and multi-step games.

Gibbons is one of the most complete texts currently used at Universities.

[Scott · Rating 4 out of 5]

Good book on game theory. Clear examples and text.

[Cortney R · Rating 3 out of 5]

This is a nice resource for anyone interested in game theory. It goes through nice intuitive explanations of theory and application with a less rigor than other books on the subject.

[Justin · Rating 4 out of 5]

Good, concise, nice reference without a lot of filler. Not necessarily a good place for beginners.

[Tista Kundu]

yet to solve

[Safeya Zeitoun · Rating 4 out of 5]

The concepts are explained nicely in laymen's terms. As someone who was never exposed to game theory before in the past, I found this text very helpful.

[Pablo · Rating 5 out of 5]

Lifesaver