Results 111 to 120 of about 463,538 (159)

Decision, Inference, and Information: Formal Equivalences Under Active Inference. [PDF]

Entropy (Basel)
Sweeney P, Ruiz-Serra J, Harré MS.
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Mean field game model of the impact of reductions in support on faculty research activity. [PDF]

Proc Natl Acad Sci U S A
Brown RA.
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Intravenous ferric carboxymaltose versus oral ferrous sulphate for iron deficiency anaemia in pregnancy in Nigeria: a cost-utility analysis.

Lancet Obstet Gynaecol Womens Health
Akinajo OR, Annerstedt KS, Santos MT, Afolabi BB, Banke-Thomas A.   +4 more
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Public Acceptance of Emergency Research Without Prior Consent in Stroke.

JAMA Netw Open
Suzuki M, Fukuda-Doi M, Yamamoto H, Minami M, Ishigami A, Hirase K, Arita E, Watanabe T, Iwasaki K, REFINED-IC Study Group.   +9 more
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Expected Utility and Mathematical Expectation

1987
1. Expected utility theory deals with choosing among acts where the decisionmaker does not know for sure which consequence will result from a chosen act. When faced with several acts, the decision–maker will choose the one with the highest ‘expected utility’, where the expected utility of an act is the sum of the products of probability and utility ...
David Schmeidler, Peter Wakker
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Subjective ambiguity, expected utility and Choquet expected utility [PDF]

Economic Theory, 2002
The author provides a simple axiomatization of the Choquet expected utility model with capacity given as an inner measure. Proposed axioms are simple. Some theorems are proved. The presented results are a well start-point for future fruitful mathematical considerations.
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Multilinear Expected Utility

Mathematics of Operations Research, 1980
For each i in {1, …, n} let pi be a convex set of finitely additive probability measures defined on an atomic Boolean algebra of subsets of Xi, and let P = P1 × ⋯ × Pn and X = X1 × ⋯ × Xn. Under specified structural assumptions, axioms are stated for a preference relation ≻ on P which are necessary and sufficient for the existence of a real valued ...
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Expected Utility and Continuity

The Review of Economic Studies, 1972
The theory of expected utility derives conditions in which an ordering > of a set P of probability distributions, all defined on some measurable space (X, 1), can be represented by the numerical order of the expected values J udP of some " utility " function u on X.
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