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Reconciling Jaimovich–Rebello preferences, habit in consumption and labor supply

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In this paper, a form of a utility function of consumption with habit and leisure that is compatible with long-run balanced growth, hits a steady state observed target for hours worked, and is consistent with micro-econometric evidence for the inter-temporal elasticity of substitution and the Frisch elasticity was studied.
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This article is published in Economics Letters.The article was published on 2018-04-25 and is currently open access. It has received 2 citations till now. The article focuses on the topics: Frisch elasticity of labor supply & Elasticity of substitution.

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R&D, growth, and macroprudential policy in an economy undergoing boom-bust cycles

TL;DR: This article incorporated Schumpeterian endogenous growth into a DSGE model with credit-constrained entrepreneurs to show how shocks affecting firms' access to credit can generate boom-bust cycles featuring large fluctuations in land prices, consumption, and investment.
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Flexible Labour, Income Effects, and Asset Prices

TL;DR: In this paper, the authors used Jaimovich-Rebel preferences with internal habits in consumption and showed that asset prices are superior when the first channel is strong and the second channel is weak.
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Estimates of the Frisch Elasticity of Labor Supply: A Review

TL;DR: The authors assesses the literature on the responsiveness of the supply of labor in the case of a temporary change in after-tax compensation and find that the estimates of the Frisch elasticity most relevant for fiscal policy analysis range from 0.27 to 0.53 (with a central estimate of 0.40).
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Q1. What are the contributions in "Reconciling jaimovich-rebello preferences, habit in consumption and labor supply" ?

This note studies two forms of a utility function of consumption with habit and leisure that are ( a ) compatible with long-run balanced growth, ( b ) hit a steady state observed target for hours worked and ( c ) are consistent with micro-econometric evidence for the inter-temporal elasticity of substitution and the Frisch elasticity of labor supply. In Theorem 3 the authors propose a generalized JR utility function that in conjunction with a labor wedge solves the problem.