2006Unpublished venueOpen access

Hyperbolic Policymakers and Economic Growth

Diego Nocetti

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Abstract

In this note I explore how a non-constant rate of time preference on the part of policymakers affects economic growth. In a simple dynamic general equilibrium model I show that if the incumbent government has a rate of time preference in the form of a quasi-hyperbolic discounting function, tax rates can be substan-tially higher and economic growth considerably lower than the standard case of exponential discounting. 1.

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In this note I explore how a non-constant rate of time preference on the part of policymakers affects economic growth. In a simple dynamic general equilibrium model I show that if the incumbent government has a rate of time preference in the form of a quasi-hyperbolic discounting function, tax rates can be substan-tially higher and economic growth considerably lower than the standard case of exponential discounting. 1.

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Available abstract

In this note I explore how a non-constant rate of time preference on the part of policymakers affects economic growth. In a simple dynamic general equilibrium model I show that if the incumbent government has a rate of time preference in the form of a quasi-hyperbolic discounting function, tax rates can be substan-tially higher and economic growth considerably lower than the standard case of exponential discounting. 1.

Key concepts: Economics, Time preference, Discounting, Hyperbolic discounting, Preference, Simple (philosophy), Function (biology), Growth model

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