Fabio Cozman

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Independence for Sets of Full Conditional Measures, Sets of Lexicographic Probabilities, and Sets of Desirable Gambles

Abstract

In this paper we examine concepts of independence for sets of full conditional measures; that is, for measures where conditional probability is the primitive concept, and where conditioning can be considered on events of probability zero. We also discuss the related issue of independence for lexicographic measures and for sets of desirable gambles.

Keywords

Sets of probability measures, Full conditional measures, Independence concepts, Graphoids, Lexicographic probability,Sets of desirable gambles

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E-mail addresses

Fabio Gagliardi Cozman

fgcozman@usp.br