
doi: 10.2139/ssrn.244663
This paper shows how de Finetti's book-making principle, commonly used to justify additive subjective probabilities, can be modi-ed to agree with some nonexpected utility models.More precisely, a new foundation of the rank-dependent models is presented that is based on a comonotonic extension of the book-making principle.The extension excludes book-making only if all gambles considered induce a same rank-ordering of the states of nature through favorableness of their associated outcomes, and allows for nonadditive probabilities.Typical features of rank-dependence, hedging, ambiguity aversion, and pessimism and optimism, can be accommodated.
ordered vector space, ambiguity aversion, Book-making;comonotonic;Choquet expected utility;ambiguity aversion;ordered vector space, comonotonic, Book-making; comonotonic; Choquet expected utility; ambiguity aversion; ordered vector space, Book-making, Choquet expected utility, jel: jel:D81, jel: jel:C60
ordered vector space, ambiguity aversion, Book-making;comonotonic;Choquet expected utility;ambiguity aversion;ordered vector space, comonotonic, Book-making; comonotonic; Choquet expected utility; ambiguity aversion; ordered vector space, Book-making, Choquet expected utility, jel: jel:D81, jel: jel:C60
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