Fictitious play is claimed to converge in every 3x3 game without an internal indifferent point, via a new projection to a planar dynamical system.
Equilibrium points in n-person games
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On the convergence of fictitious play algorithm in repeated games via the geometrical approach
Fictitious play is claimed to converge in every 3x3 game without an internal indifferent point, via a new projection to a planar dynamical system.