This is trivially false, if the prior probability is 1 or 0.
It might be true but irrelevant, if the number of needed experiments is impractical or no repeated independent experiment can be performed.
It is also false if applied to two agents: if they do not have the same prior and the same model, their posterior might converge, diverge or stay the same. Aumann’s agreement theorem works only in the case of common priors, so it cannot be extended.
This is trivially false, if the prior probability is 1 or 0.
It might be true but irrelevant, if the number of needed experiments is impractical or no repeated independent experiment can be performed.
It is also false if applied to two agents: if they do not have the same prior and the same model, their posterior might converge, diverge or stay the same. Aumann’s agreement theorem works only in the case of common priors, so it cannot be extended.