skip to content

Faculty of Economics

Journal Cover

Hryshko, D.

Labor income profiles are not heterogeneous: Evidence from income growth rates

Quantitative Economics

Vol. 3(2) pp. 177-209 (2012)

Abstract: Idiosyncratic labor incomes are typically modeled either by stochastic processes with heterogeneous income profiles (HIPs) or restricted income profiles (RIPs). The HIP assumes that individual labor income grows deterministically at an unobserved rate and contains a persistent but stationary component, while the RIP assumes that income contains a random walk, a stationary component, and no unobserved deterministic growth-rate component. I show that if idiosyncratic labor income contains a persistent component, a deterministic household-specific trend, and a random-walk component, then all of the components can be identified in small unbalanced panels. Using data on idiosyncratic labor income growth from the Panel Study of Income Dynamics, I find that the estimated variance of deterministic income growth is zero, that is, the HIP model can be rejected. The RIP model with a permanent component cannot be rejected. This result is important for an appropriate choice of modeling the heterogeneity in individual incomes and calibrating/estimating macromodels with incomplete insurance markets and heterogeneous agents.

JEL Codes: J31 D91 E21

Author links:

Publisher's Link:

Papers and Publications

Recent Publications

Carvalho, V. M., Nirei, M., Saito, Y. U. and Tahbaz-Salehi, A. Supply Chain Disruptions: Evidence from the Great East Japan Earthquake Quarterly Journal of Economics, forthcoming [2021]

Jochmans, K. and Weidner, M. Fixed-Effect Regressions on Network Data Econometrica [2019]

Aidt, T. S., Asatryan, Z., Badalyan, L. and Heinemann, F. Vote Buying or (Political) Business (Cycles) as Usual? Review of Economics and Statistics [2020]

Li, Z. M., Laeven, R. J. A. and Vellekoop, M. H. Dependent Microstructure Noise and Integrated Volatility: Estimation from High-Frequency Data Journal of Econometrics [2020]