Analysis and Design of Cognitive Radio Networks Using Game Theory | |||
Convergence of Potential Games
be shown that exact otential games have AFIP, we showed that AFIP implies a generalized | -potential game |
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definition(5-5-1)
definition(5-5-2)
table(5-3):timings decision rules
valuable of a result as its strong convergence properties, potential games are also characterized by strong stability properties. Specifically all decision rules with isolated fixed points are Lyapunov stable and thus asymptotically stable.
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