Robert Shimer: Difference between revisions
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Revision as of 12:21, 27 January 2017
Robert Shimer | |
|---|---|
| Born | August 21, 1968[2] |
| Nationality | American |
| Academic career | |
| Field | macroeconomics, labor economics |
| Institution | University of Chicago |
| Alma mater | MIT Oxford University Yale University |
| Doctoral advisor | Olivier Blanchard[1] Daron Acemoğlu[1] |
| Information at IDEAS / RePEc | |
Robert Shimer (born August 21, 1968) is an American macroeconomist and labor economist who currently holds the Alvin H. Baum Chair in the Economics Department of the University of Chicago.[3] He was an editor of the Journal of Political Economy from 2004 to 2012.[4] His research focuses on the search and matching approach to labor economics. He is especially known for arguing that the standard labor market matching model predicts fluctuations in the unemployment rate much smaller than those actually observed over the business cycle,[5] an observation which has sometimes been called the Shimer puzzle.[6] His book Labor Markets and Business Cycles was published in 2010 by Princeton University Press, and was recommended by Robert Hall:
- Shimer's definitive account of the modern theory of labor market volatility presents many new results and deserves a prominent place on the bookshelf of every macroeconomist and labor economist.[7]
References
- ^ a b Shimer, Robert (1996). Essays in search theory (Ph.D.). MIT. Retrieved 17 October 2016.
- ^ Robert Shimer's c.v.
- ^ Faculty list, Dept. of Economics, University of Chicago
- ^ Editorial Board, Journal of Political Economy.
- ^ Shimer, Robert (2005). "The Cyclical Behavior of Equilibrium Unemployment and Vacancies". American Economic Review. 95 (1): 25–49. doi:10.1257/0002828053828572. JSTOR 4132669.
- ^ Cardullo, G. (2010). "Matching Models Under Scrutiny: An Appraisal of the Shimer Puzzle". Journal of Economic Surveys. 24 (4): 622–656. doi:10.1111/j.1467-6419.2009.00596.x.
- ^ Endorsements of Labor Markets and Business Cycles, by R. Shimer
External links
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