Bray Theory Workshop
Baxter B125
Stochastic Dominance Analysis without the Independence Axiom
Simone Cerreia Vioglio,
Assistant Professor,
Department of Decision Sciences,
Universita Bocconi, Milan, Italy,
We characterize the consistency of a large class of nonexpected utility preferences (for example, mean-variance preferences or prospect theory preferences) with integral stochastic orders (for example, the various versions of stochastic dominance). Our characterization rests on a novel decision theoretic result that provides a behavioral interpretation of the set of all derivatives of the functional representing the decision maker preferences. As an illustration, we study in some detail the differential properties of prospect theory.
For more information, please contact Barbara Estrada by phone at Ext. 4083 or by email at [email protected].
Event Series
Bray Theory Workshops