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Imprecision as an account of violations of independence and betweenness. (2011). Loomes, Graham ; Butler, David.
In: Journal of Economic Behavior & Organization.
RePEc:eee:jeborg:v:80:y:2011:i:3:p:511-522.

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  2. Consciously stochastic in preference reversals. (2024). Li, Jiangyan ; Shi, Liu ; Qiu, Jianying ; Bohn, Frank.
    In: Journal of Risk and Uncertainty.
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  3. Measuring decision confidence. (2024). Arts, Sara ; Ong, Qiyan ; Qiu, Jianying.
    In: Experimental Economics.
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  4. How common is the common-ratio effect?. (2023). Ortmann, Andreas ; Panchenko, Valentyn ; Blavatskyy, Pavlo.
    In: Experimental Economics.
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  5. Choice, deferral, and consistency. (2022). Gerasimou, Georgios ; Costagomes, Miguel A ; Tejiak, Matu ; Cueva, Carlos.
    In: Quantitative Economics.
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  6. When is coarseness not a curse? Comparative statics of the coarse random utility model. (2022). Mariotti, Marco ; Manzini, Paola ; Horan, Sean.
    In: Journal of Economic Theory.
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  7. Stochastic choice and preference reversals. (2021). Garagnani, Michele ; Buckenmaier, Johannes ; Alós-Ferrer, Carlos ; Alos-Ferrer, Carlos.
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  8. Probabilistic independence axiom. (2021). Blavatskyy, Pavlo.
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  9. A simple non-parametric method for eliciting prospect theorys value function and measuring loss aversion under risk and ambiguity. (2021). Blavatskyy, Pavlo.
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  10. Measuring subjective decision confidence. (2020). Arts, Sara ; Ong, Qiyan ; Qiu, Jianying.
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  11. Measuring subjective decision confidence. (2020). Arts, Sara ; Ong, Qiyan ; Qiu, Jianying.
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  12. Why do people prefer randomisation? An experimental investigation. (2020). Permana, Yudistira.
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  13. Elicitation and modelling of imprecise utility of health states. (2020). Jakubczyk, Micha ; Golicki, Dominik.
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  14. Liking the long-shot … but just as a friend. (2020). Taylor, Matthew P.
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  15. Dual choice axiom and probabilistic choice. (2020). Blavatskyy, Pavlo R.
    In: Journal of Risk and Uncertainty.
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  16. Illustration of a Method to Incorporate Preference Uncertainty in Benefit–Cost Analysis. (2019). Baik, Sunhee ; Morgan, Granger M ; Davis, Alexander L.
    In: Risk Analysis.
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  17. Precision May Harm: The Comparative Statics of Imprecise Judgement. (2018). Mariotti, Marco ; Manzini, Paola ; Horan, Sean.
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  18. Phishing holidays. (2018). Butler, David.
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  19. Precision may harm: The comparative statics of imprecise judgement. (2018). Manzini, Paola ; Horan, Sean.
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  20. Framing and repetition effects on risky choices: A behavioral approach. (2018). Herranz-Zarzoso, Noemi ; Sabater-Grande, Gerardo.
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  21. Testing independence conditions in the presence of errors and splitting effects. (2017). Schmidt, Ulrich ; Schneider, Miriam D ; Birnbaum, Michael H.
    In: Journal of Risk and Uncertainty.
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  22. Validity of Willingness to Pay Measures under Preference Uncertainty. (2016). Schmidt, Ulrich ; Rehdanz, Katrin ; Braun, Carola.
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  23. Completing incomplete preferences. (2016). Qiu, Jianying.
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  24. Completing incomplete preferences. (2016). Qiu, Jianying.
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  25. Another Solution for Allais Paradox: Preference Imprecision, Dispersion and Pessimism. (2016). bayrak, oben.
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  26. Validity of Willingness to Pay Measures under Preference Uncertainty. (2016). Schmidt, Ulrich ; Rehdanz, Katrin ; Braun, Carola.
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  27. Is there a valuation gap? The case of interval valuations. (2016). bayrak, oben ; Kristrm, Bengt.
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  28. Eliciting preferences for public goods in non-monetized communities: Accounting for preference uncertainty. (2015). Rehdanz, Katrin ; Pondorfer, Andreas.
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  29. Preference Cloud Theory: Imprecise Preferences and Preference Reversals. (2015). Hey, John ; bayrak, oben.
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  30. On preference imprecision. (2015). Starmer, Chris ; Cubitt, Robin ; Navarro-Martinez, Daniel.
    In: Journal of Risk and Uncertainty.
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  31. Preference Cloud Theory: Imprecise Preferences and Preference Reversals. (2015). Hey, John ; bayrak, oben.
    In: 2015 Papers.
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  32. Validity of WTP measures under preference uncertainty. (2014). Schmidt, Ulrich ; Rehdanz, Katrin ; Kniebes, Carola .
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  33. Allais paradoxes can be reversed by presenting choices in canonical split form. (2010). Schmidt, Ulrich ; Birnbaum, Michael H.
    In: Kiel Working Papers.
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  34. Testing independence conditions in the presence of errors and splitting effects. (2010). Schmidt, Ulrich ; Schneider, Miriam D ; Birnbaum, Michael H.
    In: Kiel Working Papers.
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Authors registered in RePEc who have wrote about the same topic

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