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GÁBOR ANTAL Central European University Institute of Economics - HAS JOHN S. EARLE Central European University W.E. Upjohn Institute ÁLMOS TELEGDY Central European University Institute of Economics - HAS EACES Workshop April 8, 2010 CEU, Budapest September 24, 2009.
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GÁBOR ANTAL Central European University Institute of Economics - HAS JOHN S. EARLE Central European University W.E. Upjohn Institute ÁLMOS TELEGDY Central European University Institute of Economics - HAS EACES Workshop April 8, 2010 CEU, Budapest September 24, 2009 FDI and Wages:Evidence from LEED in Hungary
Motivation: Employer Wage Effects Employer effects on wages (Abowd et al., 1999; Haltiwanger et al. 2007) Questions: What firm characteristics associated with high/low wage? Neutral or biased across types of workers? What explains? selection measurement unmeasured heterogeneity wage policy productivity/rents
Motivation: FDI • Ownership: distinguished characteristic of employer (residual rights) • Policy ambivalence towards FDI + Source of finance, technologies, markets and new jobs - Prohibited in strategic sectors, regulatory burdens • Major issue in shaping policies towards FDI: Worker outcomes in foreign-owned enterprises
Why Is Hungary Different? • During the 90’s liberalization of factormarkets, large FDI inflow • Supportive policy, taxabatements/subsidiesforforeignfirms • Foreign owners likely to be very different from domestic owners • Capacity for improvement (technology, know-how, knowledge of market economy, access to financing) • Gaps in the industrial structure • Low wage country
Contribution • LEED for Hungary • Many ownership switches: 905 • 594 acquisitions • 311 divestments • Long time series (20 years: 1986 - 2005) • Mean of pre-treatment years: 3.2 • Mean of post-treatment years: 5.7 • Effects on wage structure • Examine explanations for foreign wage premium
Data I • Employee information: Hungarian Wage Survey • Includes all firms with >20 employees plus random sample of small (11-20 employees in 1996-99, 5-20 in 2000-05) • Workers sampled randomly based on birth date (5th and 15th for production workers, also 25th for nonproduction) • All workers in small firms (<20 employees in 1996-2001, <50 since 2002) • Employer information: Hungarian Tax Authority Data • All legal entities using double-entry bookkeeping • Total employment = all employees in Hungary
Data II • Data weighted to represent corporate sector • Worker weights within firm • Firm weights • Sample size • 2,331,566 worker-years • 29,169 enterprises • Firms are linked over time • Majority of workers linked within firm
Sample of firms Only the corporate sector Only industries where any ownership change involving foreign investors Only firms with switches ≤ 2 (14 firms dropped) Worker sample Full time workers Age 15 -74 Sample Selection
Definition of Foreign Ownership andEarnings Foreign ownership > 50 percent of the firm’s shares owned by foreign owners (same results with >10 percent) Distinguishing acquisitions (594), divestments (311) and greenfield investments (2,140) Earnings Monthly base salary Overtime Regular bonuses and premia, commissions, allowances Extraordinary bonuses based on previous year’s records
Estimation lnwijt = + Xitβ + δFOREIGNjt-1+ ΣγjREGIONj + ΣλtYEARt + uijt i = workers j = firms t = time
Specifications I Controls (Xit): No additional controls Gender, education category, potential experience + interactions + manager, new hire dummies Dynamics: Ownership interacted with event time
Specifications II • Error term (uijt): • OLS • Firm fixed effects (FE) ~29,000 • FE combined with narrowly defined worker groups (GFE) ~400,000 • NN PS matching (e, lp, w, expshare 1 and 2 years before acqusition; quadratic polynom.) • 325 acqd, 279 control firms; 330,510 obs. • PS: normalize around acquisition year, weight controls • Exact matching on 2-digit industry and year • OLS, FE, GFE • Good covariate balance
What Might Explain Higher Wages with FDI? • Observed foreign wage difference could be related to: • Selection • At firm and worker level before treatment • Change in workforce composition after treatment (observed and unobserved) • Attrition correlated with ownership and wages • Measurement error, differences in job attributes • Working conditions (hours, job security) • Undeclared wages and employment • Structure of compensation (fringe benefits, incentive pay...)
What Might Explain Higher Wages with FDI? • Observed foreign wage difference could be related to • Productivity and rents • Restructuring • Technological advantage, technology-skill complementarity • On-the-job training • Efficiency wages • Export status • Rent sharing, unions
Productivity and Wages: Estimation • SUR modell: 2 equations, demeaned at the firm level lnoutputj = 0 + 1lnKj +2lnMj+3lnempj + δ1lnempjFOjt-1+ ΣλktINDkYEARt+ ujt lnwbillj = β0 + β1lnempj +δ2lnempjFOjt-1+ΣλktINDkYEARt+ vjt • Hypothesis: MPFO/MPDO = WFO/WDO that is: (3 + δ1)/ 3 = (β1 + δ2)/ β1
Productivity and Wages: Results and Tests MPFO/MPDO = WFO/WDO General foreign effect: 8.9% > 6.5% Acquisition effect: 12.4% > 7.9%
Further Productivity Evidence: “Catch-Up” Why is the wage effect of FDI so large in Hungary? Distance from the frontier and the transition Divide period into early (<1999) and late (>1998) Larger effects earlier Divide FDI acquisition targets into state and private Larger effects for state-owned targets => Part of large effect in Hungary may be catch-up. FDI to developed countries may have little effect.
Composition of Workforce I • Foreign effect for incumbent workers
Composition of Workforce II • Stock of university graduates and young workers increases after acquisition LPMs with individual characteristics on LHS, acquisition dummy on RHS; FE estimation • More hiring after acquisition (mostly one year after), in favor of young high-skilled LPMs with new hire dummy on LHS, acquisition dummy interacted with individual characteristics on RHS; FE estimation • Separation rates: to be done
Composition of Firms • Acquisitions weakly correlated with wages and firm exit Probit with firm-level exit on LHS, acquisition dummy interacted with log wagebill on RHS
Measurement I • Hypothesis: Higher working hours at acquired firms • Monthly paid hours for 1999-2005 • Tests: • Monthly vs hourly earnings • Same effect • Hours as a dependent variable • No foreign effect • Hours as a covariate • Leaves foreign effect unchanged • Caveat: Overtime probably mismeasured for non-production workers, and hard to test for production separately, since no wage effect
Measurement II • Hypothesis: Domestic firms are more likely to underreport wages • Aux. hypotheses: Probability of cheating is lower in big enterprises and in industries with a low cheating index (Elek and Szabó 2008) • Tests: • LPM for 1[w < minw + 3%] • Negative foreign effect (not high enough to explain total wage difference) • Foreign interacted with size • Zero/positive effect (reject hypothesis) • Foreign interacted with industry cheating index • Zero/negative correlation (reject hypothesis)
Conclusions OLS: foreign wage premium is 36 percent FE, GFE, matching premium is 9–17 percent Divestment effect is 40-50% of acquisition effect All worker types benefit; high educated the most 5% premium for incumbent workers, composition change in favor of young high-skilled Results not driven by measurement error Productivity best candidate for explaining the gap
Previous Studies I • Firm-level data: Positive, sometimes large foreign wage premium • Controls for employment composition or LEED: Smaller effects, sometimes insignificant • The premium varies by skill group • Treatment of selection bias is important
Previous Studies II Many datasets are not real LEED, but firm-level data with information on composition Short time series (usually ≤ 5 years) Matching only on immediate pre-acquisition year Few ownership changes with enough pre- and post treatment observations Most studies from developed countries exposed to FDI for a long time Wage structure: mostly skilled-unskilled
Productivity and Wages I • If productivity increases, wages may rise as well, and differentials may come closer to relative MPs • SUR models: productivity and wage equations, error terms allowed to be correlated • SUR model I: labor productivity and average wages • RHS: ACQ, ind-year interactions • SUR model II: TFP and wagebill • RHS TFP: lnK, lnM, lnL, ACQ*lnL, ind-year interactions • H=university-educated; L=less than university