Let i be a player with perfect recall in an extensive-form


Let i be a player with perfect recall in an extensive-form game and let bi be a behavior strategy of player i.

Suppose that there is a strategy vector σ-i of the other players such that ρ(x; bi, σ-i) > 0 for each leaf in the game tree.

Prove that there exists a unique mixed strategy σi equivalent to bi.

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Game Theory: Let i be a player with perfect recall in an extensive-form
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