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When Utility Jumps: The Value of Having Cash in the Hand
Seton Hall University, South Orange, NJ, USA
Duke University, Durham, NC, USA
- 1 Seton Hall University, South Orange, NJ, USA
- 2 Duke University, Durham, NC, USA
Theoretical Economics Letters·Volume 08 (2018)·Pages 72–78·Published 3 January 2018·DOI10.4236/tel.2018.81004
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Abstract
Different theoretical explanations have been developed for seemingly inconsistent actions that deal with varying levels of risk and time. We propose a simple model of utility that unifies these seemingly separate phenomena, while not departing too far from the standard models of utility maximization already in use. Our driving assumption is that preferences over riskier outcomes discontinuously depart from preferences under certainty; a jump from no risk to some risk is fundamentally different from a movement of some risk to more risk.
KeywordsBinary JumpsUtility TheoryRisk
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