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    Such a mapping does not in general preserve the modal equ... — Carmelics
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    Supports→The truth-preserving map from relational models to the space of all types is usually not a modal bisimulation.

    Such a mapping does not in general preserve the modal equivalence relations required for bisimulation.

    Modality & PossibilityPhilosophy of Language
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    Philosophy of LanguageModality & Possibility

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    A full description of informational attitudes can be constructed by mapping stat...The truth-preserving map from relational models to the space of all types is usu...

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    The truth-preserving map from relational models to the space of all ty...78%If two things differ in their modal properties, they are not identical...73%Entities with different modal properties cannot be identical73%Identity relations are assumed to be equivalence relations.71%

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    To fix all of the agents’ beliefs, the analysis moves to types \(\mathfrak{f}=\langle f_0,f_1,\ldots\rangle\), containing some \(f_n\) for every natural number n. In this extended framework the situation becomes more complicated. The space of all such types is universal in the following sense: every relational model can be mapped in a truth-preserving manner to the space of all types by sending each state to a full description of the agents’ corresponding first- and higher-order informational at

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