Econometrica: May 2006, Volume 74, Issue 3

Event Exchangeability: Probabilistic Sophistication Without Continuity or Monotonicity
p. 771-786

Chew Soo Hong, Jacob S. Sagi

Building on the Ramsey–de Finetti idea of event exchangeability, we derive a characterization of probabilistic sophistication without requiring any of the various versions of monotonicity, continuity, or comparative likelihood assumptions imposed by Savage (1954), Machina and Schmeidler (1992), and Grant (1995). Our characterization identifies a unique and finitely‐additive subjective probability measure over an algebra of events.

Log In To View Full Content