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Prove that trembling-hand perfect equilibrium is sequential

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Prove that every trembling-hand perfect equilibrium (for the agent normal form) is sequential. Show by example that the converse is false.

The remaining problems in this chapter concern game-theoretic variations on the classic models of oligopoly. They are primarily about those models and so relate more to material in other chapters, but they could not have been posed until we had covered Nash equilibria and subgame perfection.

Reference no: EM13870293

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