En el presente trabajo se introducen formalmente los conceptos referidos a la Teoría de Juegos. Para el caso de juegos de n jugadores, se propone un análisis que da a conocer la necesidad de refinar el concepto de Equilibrio de Nash, y por ello, el objetivo planteado es obtener el refinamiento más estricto: el equilibrio regular. La necesidad de tal refinamiento induce a plantear refinamientos previos como son el equilibrio perfecto, propio y esencial, los cuales son desarrollados, además de establecerse las relaciones existentes entre ellos. Por otra parte, se presenta un análisis sobre juegos matriciales y bimatriciales. Adicionalmente a ello, se propone un problema de programación lineal, el cual permite establecer si un equilibrio es no dominado(consecuentemente perfecto) en estos tipos de juegos. / In the present study it were introduced formaly some concepts about Game Theory. In the case of games with n players, it is proposed an analysis that let us to know the necessity of improve the concept of Nash Equilibrium, and for that, the objective proposed was to obtain the most stringent refinement: the concept of regular equilibria. The necessity of that refinement induce to expound previous refinements such as the perfect, proper, and essential equilibria, which are developed. Even so, it were definid the relation ships among then. In addition, it is presented an analysis about matrix and bimatrix games. Even more, it is proposed a linear programming problem, wich let us to stablish if an equilibria is not dominated (consequently perfect) in these kind games.
Identifer | oai:union.ndltd.org:Cybertesis/sdx:www.cybertesis.edu.pe:80:sisbib/documents/sisbib.2005.santiani_ae-principal |
Date | January 2005 |
Creators | Santiani Acosta, Edgar Mark |
Contributors | Santiani Acosta, Edgar Mark |
Publisher | Universidad Nacional Mayor de San Marcos. Programa Cybertesis PERÚ |
Source Sets | Universidad Nacional Mayor de San Marcos - SISBIB PERU |
Language | Spanish |
Detected Language | English |
Format | text/xml |
Rights | Santiani Acosta, Edgar Mark, edgarsantiani2@hotmail.com |
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