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    A result that holds by arbitrary construction of a type s... — Carmelics
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    Supports→The trivial converse — that any strategy profile surviving IESDS is consistent with common knowledge of rationality — is not particularly interesting.

    A result that holds by arbitrary construction of a type space does not provide meaningful epistemic constraints.

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    One can always construct a type space that assigns probability 1 to any given st...The trivial converse — that any strategy profile surviving IESDS is consistent w...

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    The space of all epistemic types is universal in the sense that every ...80%This restricted type space satisfies rationality and common belief of ...75%Each extension of the type hierarchy produces type spaces that are not...74%Ingarden accepted this epistemic limitation as a consequence of those ...74%

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    This result establishes sufficient conditions for ISDS. It has also a converse direction: given any strategy profile that survives iterated elimination of strictly dominated strategies, there is a model in which this profile is played where all players are rational and this is common knowledge. In other words, one can always view or interpret the choice of a strategy profile that would survive the iterative elimination procedure as one that results from common knowledge of rationality. Of course

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