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• Problem to be solved by game-theory

• 
  Winfried Weber    Group moderator

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  Problem to be solved by game-theory

  Hi,
  
  I have some questions to a problem, which can be solved - probably - with knowledge in game theory.
  
  Before I present the problem in a public forum , I would like to discuss the problem offline, perhaps it is trivial or too difficult.
  
  So please get in contact with me, if you have interest.
  
  
  Br,
  Winfried
  
  P.S.:
  "I have discovered a truly marvellous proof of this, which this margin is too narrow to contain."
  ah no, this was another problem ... ;-)
  
  • 12 Dec 2009, 10:51 pm
  Winfried Weber wrote: > Hi, > > I have some questions to a problem, which can be solved - probably - > with knowledge in game theory. > > Before I present the problem in a public forum , I would like to > discuss the problem offline, perhaps it is trivial or too difficult. > > So please get in contact with me, if you have interest. > > > Br, > Winfried > > P.S.: > "I have discovered a truly marvellous proof of this, which this > margin is too narrow to contain." > ah no, this was another problem ... ;-)
• 
  edoardo angeloni

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  Re: Problem to be solved by game-theory

  I consider fundamental by an historical view the Morgestern-von Neumann book, where the cooperative games are developped with axioms and explicated with ease exempla.
  For a simple non-cooperative game, we can think about the prisoner dilemma. Also it is important in economics the Cournot model and in biology the hawks-dove model.
  If non-cooperative equilibria don't exist for repetute games at perfect information, we can apply iterative methods for informatics. A mix between cooperative and non-cooperative games is the Nash bargaining.
  
  • 25 Feb 2011, 12:22 am
  edoardo angeloni wrote: > I consider fundamental by an historical view the Morgestern-von > Neumann book, where the cooperative games are developped with axioms > and explicated with ease exempla. > For a simple non-cooperative game, we can think about the prisoner > dilemma. Also it is important in economics the Cournot model and in > biology the hawks-dove model. > If non-cooperative equilibria don't exist for repetute games at > perfect information, we can apply iterative methods for informatics. > A mix between cooperative and non-cooperative games is the Nash > bargaining.