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APPENDIX B FOR THE ABANDONMENT OF SYMMETRY IN GAME THEORY
The first part of this appendix argues that the pure "moveless" bargaining game
analyzed by Nash, Harsanyi, Luce and Raiffa, and others,1 may not exist or, if it ...
"The solution proposed by J. F. Nash for bargaining games in which both players
have perfect knowledge of their own and each other's utility systems (subjective
valuations) is the outcome that maximizes the product of the two players' utilities.
boundary is a straight line or circular arc (which again coincides with the Nash
point) ; or some especially suggestive form that seems to point towards a
particular point; or unless there is an impurity (such as a dot on the boundary,
from a ...
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LibraryThing ReviewUser Review - HadriantheBlind - LibraryThing
This is one of the most important books on Game Theory, and also, thankfully, one of the more accessible (certainly much more so than von Neumann's and Morgenstern's book). His main theses are that ... Read full review
The Retarded Science of International Strategy
An Essay on Bargaining
Bargaining Communication and Limited War
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