MathDB4 problems
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Mertens's conjectures on limit values and uniform guarantees in stochastic games with signals
Mertens's conjectures. Every stochastic game with signals has a limit value. Moreover, when Player 1 is more informed than Player 2, the uniform maxmin and the limit value coincide…
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New conjecture on stochastic games with a perfectly observed state component
New conjecture. Under this perfectly observed state-component condition, Mertens's conjectures hold: the game has a limit value, and when Player 1 is more informed than Player 2, i…
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Upper-threshold conjecture for the adjusted likelihood ratio in an asymmetric-information Dynkin game
Upper-threshold conjecture. Following the heuristics above, Player 2 will construct in a way that reflects the process Phi^ at an upper threshold.
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Equilibrium conjecture for infinitely repeated games with incomplete information
Equilibrium conjecture. For all signalling functions , the corresponding infinitely repeated game of incomplete information on one side has an equilibrium, meaning a pair…