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- W2025264516 abstract "Abstract This paper develops a generalization of Fishburn's SSB utility theory. Let P be a set of probability measures. A new representational form yields a bilinear functional u on P × P for which u ( p , q )> 0 if and only if p is preferred to q , where u ( p , p )≤0, and u ( q , p ) u ( p , q )> 0. Since u is not necessarily skew-symmetric, i.e., u ( p , q )≠− u ( q ,), it provides imprecise preference discriminability. It is also discussed that u is related to SSB utility with a threshold structure." @default.
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- W2025264516 title "Bilinear utility and a threshold structure for nontransitive preferences" @default.
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- W2025264516 doi "https://doi.org/10.1016/0165-4896(90)90034-5" @default.
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