Approximate Expected Utility Rationalization
Federico Echenique, Kota Saito, Taisuke Imai
Abstract
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Federico Echenique, Kota Saito, Taisuke Imai
Abstract
Open-access reader
We propose a new measure of deviations from expected utility theory. For any positive number~$e$, we give a characterization of the datasets with a rationalization that is within~$e$ (in beliefs, utility, or perceived prices) of expected utility theory. The number~$e$ can then be used as a measure of how far the data is to expected utility theory. We apply our methodology to data from three large-scale experiments. Many subjects in those experiments are consistent with utility maximization, but not with expected utility maximization. Our measure of distance to expected utility is correlated with subjects' demographic characteristics.
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We propose a new measure of deviations from expected utility theory. For any positive number~$e$, we give a characterization of the datasets with a rationalization that is within~$e$ (in beliefs, utility, or perceived prices) of expected utility theory. The number~$e$ can then be used as a measure of how far the data is to expected utility theory. We apply our methodology to data from three large-scale experiments. Many subjects in those experiments are consistent with utility maximization, but not with expected utility maximization. Our measure of distance to expected utility is correlated with subjects' demographic characteristics.
Key concepts: Rationalization (economics), Expected utility hypothesis, Utility maximization, Subjective expected utility, Measure (data warehouse), Econometrics, Utility theory, Von Neumann–Morgenstern utility theorem