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A Note on the Continuous Differentiability of an Expected Utility Function: A Two Periods Consumer Decision Problems.

Lin,Kuan-Pin

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Abstract

In the setting of a simple two-period model with money, the continuous differentiability of the expected utility function is shown to follow from the following assumptions provided the monotone von Neumann-Morgenstern utility function and the expectation function are sufficiently differentiable: (a) inelasticity of expectations: (b) risk aversion in future consumption. (Author)

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In the setting of a simple two-period model with money, the continuous differentiability of the expected utility function is shown to follow from the following assumptions provided the monotone von Neumann-Morgenstern utility function and the expectation function are sufficiently differentiable: (a) inelasticity of expectations: (b) risk aversion in future consumption. (Author)

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Available abstract

In the setting of a simple two-period model with money, the continuous differentiability of the expected utility function is shown to follow from the following assumptions provided the monotone von Neumann-Morgenstern utility function and the expectation function are sufficiently differentiable: (a) inelasticity of expectations: (b) risk aversion in future consumption. (Author)

Key concepts: Von Neumann–Morgenstern utility theorem, Differentiable function, Isoelastic utility, Expected utility hypothesis, Mathematical economics, Monotone polygon, Function (biology), Simple (philosophy)

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