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ABSTRACT
Title |
: |
Optimal Solution Strategy for Games |
Authors |
: |
Aman Pratap Singh |
Keywords |
: |
component; Game Theory; Optimization; Nash
Equilibrium; Graphical optimization; Linear Programming |
Issue Date |
: |
December 2010 |
Abstract |
: |
In order to optimize a game, different techniques of
optimization are available. Considering the far wide application
of game theory it becomes essential to establish the most effective
method of optimization of games. In this paper a discussion has
been done about the types of games under consideration and the
methods to optimize these games. The paper takes into account
games of pure and mixed strategies and stable and unstable
games. Different techniques of optimization are assessed using
various detailed examples and theoretical concepts. By studying
the payoffs and cooperation between different players in different
techniques the paper establishes a common ground of
comparison for testing the efficiency of the techniques .The paper
also suggests the advantages and disadvantages of each
optimization technique with respect to an algorithmic point of
view.
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Page(s) |
: |
2778-2782 |
ISSN |
: |
0975–3397 |
Source |
: |
Vol. 2, Issue.9 |
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