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Trade Adjustment Costs in Developing Countries: - World Bank ...

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174Prav<strong>in</strong> Krishna and M<strong>in</strong>e Zeynep Sensesnational trade. In the sections that follow, this note describes the analytical approachthat we have taken to study the issue of trade openness and labor <strong>in</strong>comerisk and outl<strong>in</strong>es our ma<strong>in</strong> f<strong>in</strong>d<strong>in</strong>gs (See aga<strong>in</strong> Krebs, Krishna, and Maloney, 2009).2. DATA AND ECONOMETRIC ANALYSISFor the estimation of <strong>in</strong>dividual <strong>in</strong>come risk, longitud<strong>in</strong>al data captur<strong>in</strong>g <strong>in</strong>dividual<strong>in</strong>come changes is desirable. It is generally not sufficient to use <strong>in</strong>formation onchanges <strong>in</strong> the aggregate distribution of <strong>in</strong>come to make <strong>in</strong>ferences about the extentof <strong>in</strong>come risk faced by <strong>in</strong>dividuals. For <strong>in</strong>stance, while the aggregate distributionof <strong>in</strong>come may stay the same across different time periods there still maybe stochastic (risky) transitions tak<strong>in</strong>g place underneath, with some <strong>in</strong>dividuals atthe top of the distribution exchang<strong>in</strong>g places with others at the bottom end of thedistribution. To capture the risk <strong>in</strong> <strong>in</strong>comes faced by these <strong>in</strong>dividuals, longitud<strong>in</strong>aldata track<strong>in</strong>g these <strong>in</strong>dividual transitions, is clearly useful to have.In Krishna and Senses (2009), we use longitud<strong>in</strong>al data on <strong>in</strong>dividuals from the1993–1995, 1996–1999 and 2001–2003 panels of the Survey of Income and ProgramParticipation (SIPP). Each panel of the SIPP is designed to be a nationallyrepresentative sample of the US population and surveys thousands of workers. The<strong>in</strong>terviews are conducted at four-month <strong>in</strong>tervals over a period of three years forthe 1993 panel, four years for the 1996 panel, and three years aga<strong>in</strong> for the 2001panel. In each <strong>in</strong>terview, data on earn<strong>in</strong>gs and labor force activity are collected foreach of the preced<strong>in</strong>g four months. SIPP has several advantages over other commonlyused <strong>in</strong>dividual-level datasets <strong>in</strong> that it <strong>in</strong>cludes monthly <strong>in</strong>formation onearn<strong>in</strong>gs and employment over a long panel period for a large sample. Althoughthe Current Population Survey (CPS) provides a larger sample, <strong>in</strong>dividuals are onlysampled for eight months over a two-year period <strong>in</strong> comparison to 33 months <strong>in</strong>the SIPP. While the Panel Study of Income Dynamics (PSID) provides a much longerlongitud<strong>in</strong>al panel, it has a significantly smaller sample size compared to the SIPPand therefore does not support the estimation of risk at the <strong>in</strong>dustry level.Our <strong>in</strong>terest is <strong>in</strong> estimat<strong>in</strong>g labor <strong>in</strong>come risk experienced by workers. S<strong>in</strong>celabor <strong>in</strong>come risk is def<strong>in</strong>ed as the variance of unpredictable changes <strong>in</strong> earn<strong>in</strong>gs,it is essential that predictable <strong>in</strong>come changes are filtered out. To do this, we assumethat the log of labor <strong>in</strong>come of <strong>in</strong>dividual i employed <strong>in</strong> <strong>in</strong>dustry j <strong>in</strong> timeperiod (month) t, log y ijt , is given by:log y ijt = α jt + β t.x ijt + u ijt. (1)In (1) α jt and β t denote time-vary<strong>in</strong>g coefficients, x ijt is a vector of observablecharacteristics (such as age, age-squared, education, marital status, occupation,race, gender, and <strong>in</strong>dustry), and u ijt is the stochastic component of earn<strong>in</strong>gs.Changes <strong>in</strong> the stochastic component u ijt represents <strong>in</strong>dividual <strong>in</strong>come changesthat are not due to changes <strong>in</strong> the return to observable worker characteristics. Inthis sense, changes <strong>in</strong> u ijt over time measure the unpredictable part of changes <strong>in</strong><strong>in</strong>dividual <strong>in</strong>come.

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