A simple axiomatization of binary rank-dependent utility of gains (Losses)
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Publication:696937
DOI10.1006/jmps.2001.1374zbMath1014.91013OpenAlexW1987409935WikidataQ57086477 ScholiaQ57086477MaRDI QIDQ696937
R. Duncan Luce, Anthony A. J. Marley
Publication date: 12 September 2002
Published in: Journal of Mathematical Psychology (Search for Journal in Brave)
Full work available at URL: https://semanticscholar.org/paper/9741c9c2eca15dfc764deb108a1752ff78bd2a05
Related Items (9)
Evaluating decision maker ``type under \(p\)-additive utility representations ⋮ Interpersonal comparisons of utility for 2 of 3 types of people ⋮ Recasting a biologically motivated computational model within a Fechnerian and random utility framework ⋮ Functional equations arising in a theory of rank dependence and homogeneous joint receipts. ⋮ Interval scalability of rank-dependent utility ⋮ Risk attributes theory: Decision making under risk ⋮ An experimental test of reduction invariance ⋮ Utility of gambling under p(olynomial)-additive joint receipt and segregation or duplex decomposition ⋮ Solution of a functional equation arising in an axiomatization of the utility of binary gambles
Cites Work
- Unnamed Item
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- Classification of concatenation measurement structures according to scale type
- Rank- and sign-dependent linear utility models for finite first-order gambles
- Advances in prospect theory: cumulative representation of uncertainty
- Coalescing, event commutativity, and theories of utility
- Associative joint receipts
- An axiomatization of cumulative prospect theory
- An experimental test of a general class of utility models: Evidence for context dependency
- When four distinct ways to measure utility are the same
- Is ``generic utility theory a suitable theory of choice behavior for gambles with mixed gains and losses?
- On a functional equation arising from joint-receipt utility models
- Reduction invariance and Prelec's weighting functions
- A note on deriving rank-dependent utility using additive joint receipts
- Reanalysis of the Chechile-Cooke experiment: Correcting for mismatched gambles
- A generalization of a theorem of dimensional analysis
- Abstract one-parameter families of commuative learning operators
- Prospect Theory: An Analysis of Decision under Risk
- Solution of a functional equation arising in an axiomatization of the utility of binary gambles
- The Probability Weighting Function
- Ranked-weighted utilities and qualitative convolution
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