תקציר
We devise a sound and complete epistemic-logic axiomatization for Knightian type spaces—the generalization of Harsanyi type spaces employed in strategic games with asymmetric uncertainty/ambiguity. In a Knightian type space, each type’s epistemic attitude is represented by a set of probability measures. The axiomatization unravels how each such epistemic attitude embodies a (potentially) partial likelihood relation over formulas, and conversely, each partial likelihood relation over formulas is representable by a Knightian type.
שפה מקורית | אנגלית אמריקאית |
---|---|
עמודים (מ-עד) | 161-182 |
מספר עמודים | 21 |
כתב עת | Economic Theory Bulletin |
כרך | 2 |
מספר גיליון | 2 |
מזהי עצם דיגיטלי (DOIs) | |
סטטוס פרסום | פורסם - אוק׳ 2014 |