Labor Supply Responses to Taxes and Transfers. 131 Undergraduate Public Economics Emmanuel Saez UC Berkeley

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Labor Supply Responses to Taxes and Transfers 131 Undergraduate Public Economics Emmanuel Saez UC Berkeley 1

MOTIVATION 1) Labor supply responses to taxation are of fundamental importance for income tax policy [efficiency costs and optimal tax formulas] 2) Labor supply responses along many dimensions: (a) Intensive: hours of work on the job, intensity of work, occupational choice [including education] (b) Extensive: whether to work or not [e.g., retirement and migration decisions] 3) Reported earnings for tax purposes can also vary due to (a) tax avoidance [legal tax minimization], (b) tax evasion [illegal under-reporting] 4) Different responses in short-run and long-run: long-run response most important for policy but hardest to estimate 2

STATIC MODEL: SETUP Baseline model (same as previous lecture): Let c denote consumption and l hours worked, utility u(c, l) increases with c, and decreases with l Individual earns wage w per hour (net of taxes) and has R in non-labor income Individual solves max c,l u(c, l) subject to c = wl + R 3

LABOR SUPPLY BEHAVIOR FOC: w u/ c + u/ l = 0 defines uncompensated (Marshallian) labor supply function l u (w, R) Uncompensated elasticity of labor supply: ε u = (w/l) l u / w [% change in hours when net wage w increases by 1%] Income effect parameter: η = w l/ R 0: $ increase in earnings if person receives $1 extra in non-labor income Compensated (Hicksian) labor supply function l c (w, u) which minimizes cost wl c st to constraint u(c, l) u. Compensated elasticity of labor supply: ε c = (w/l) l c / w > 0 Slutsky equation: l/ w = l c / w + l l/ R ε u = ε c + η 4

BASIC CROSS SECTION ESTIMATION Data on hours or work, wage rates, non-labor income started becoming available in the 1960s when first micro surveys and computers appeared: Simple OLS (Ordinary Least Square) regression: l i = α + βw i + γr i + X i δ + ɛ i w i is the net-of-tax wage rate R i measures non-labor income [including spousal earnings for couples] X i are demographic controls [age, experience, education, etc.] β measures uncompensated wage effects, and γ measures income effects [can be converted to ε u, η] 5

BASIC CROSS SECTION RESULTS 1. Male workers [primary earners when married] (Pencavel, 1986 survey): a) Small effects ε u = 0, η = 0.1, ε c = 0.1 with some variation across estimates 2. Female workers [secondary earners when married] (Killingsworth and Heckman, 1986): Much larger elasticities on average, with larger variations across studies. Elasticities go from zero to over one. Average around 0.5. Significant income effects as well Female labor supply elasticities have declined overtime as women become more attached to labor market (Blau-Kahn JOLE 07) 6

ISSUE WITH OLS REGRESSION: w i correlated with tastes for work ɛ i l i = α + βw i + ɛ i Identification is based on cross-sectional variation in w i : comparing hours of work of highly skilled individuals (high w i ) to hours of work of low skilled individuals (low w i ) If highly skilled workers have more taste for work (independent of the wage effect), then ɛ i is positively correlated with w i leading to an upward bias in OLS regression Plausible scenario: hard workers acquire better education and hence have higher wages Controlling for X i can help but can never be sure that we have controlled for all the factors correlated with w i and tastes for work: Omitted variable bias Tax changes provide more compelling identification 7

Negative Income Tax (NIT) Experiments 1) Best way to resolve identification problems: exogenously increase the tax rate / non-labor income with a randomized experiment 2) NIT experiment conducted in 1960s/70s in Denver, Seattle, and other cities 3) First major social experiment in U.S. designed to test proposed transfer policy reform 4) Provided lump-sum welfare grants G combined with a steep phaseout rate τ (50%-80%) [based on family earnings] 5) Analysis by Rees (1974), Munnell (1986) book, Ashenfelter and Plant JOLE 90, and others 6) Several groups, with randomization within each; approx. N = 75 households in each group 8

Source: Ashenfelter and Plant (1990), p. 403

NIT Experiments: Findings 1) Significant labor supply response but small overall 2) Implied earnings elasticity for males around 0.1 3) Implied earnings elasticity for women around 0.5 4) Response of married women is concentrated along the extensive margin 5) Earnings of treated married women who were working before the experiment did not change much 10

From true experiment to natural experiments True experiments are costly to implement and hence rare However, real economic world (nature) provides variation that can be exploited to estimate behavioral responses Natural Experiments Natural experiments sometimes come very close to true experiments: Imbens, Rubin, Sacerdote AER 01 did a survey of lottery winners and non-winners matched to Social Security administrative data to estimate income effects Lottery generates random assignment conditional on playing Find significant but relatively small income effects: η = w l/ R between -0.05 and -0.10 Identification threat: differential response-rate among groups 11

784 THE AMERICAN ECONOMIC REVIEW SEPTEMB co 0.8-0.6-0~ *'0.4.. 0-6 -4-2 0 2 4 6 Year Relative to Winning FIGURE 2. PROPORTION WITH POSITIVE EARNINGS FOR NONWINNERS, WINNERS, AND BIG WINNERS Note: Solid line = nonwinners; dashed line = winners; dotted line = big winners. Source: Imbens et al (2001), p. 784 type accounts, including IRA's, 401(k) plans, and other retirement-related savings. The sec- This likely reflects the differences betwee son ticket holders and single ticket buyers

VOL. 91 NO. 4 IMBENS ET AL.: EFFECTS OF UNEARNED INCOME 783, " m 0... 10- O -6-4 -2 0 2 4 6 Year Relative to Winning FIGURE 1. AVERAGE EARNINGS FOR NONWINNERS, WINNERS, AND BIG WINNERS Note: Solid line = nonwinners; dashed line = winners; dotted line = big winners. Source: On average Imbens et al. (2001), the individuals p. 783 in our basic sample won yearly prizes of $26,000 (averaged over the ually decline over the 13 years, starting at around 70 percent before going down to 56 percent. Fig-

Responses to Low-Income Transfer Programs 1) Particular interest in treatment of low incomes in a progressive tax/transfer system: are they responsive to incentives? 2) Complicated set of transfer programs in US a) In-kind: food stamps, Medicaid, public housing, job training, education subsidies b) Cash: TANF, EITC, SSI 13

Overall Costs of Anti Poverty Programs 1) US government (fed+state and local) spent $1000bn in 2016 on income-tested programs a) About 5% of GDP but 15% of $6 Trillion govt budget (fed+state+local). b) About 50% is health care (Medicaid) 2) Only $250 billion in cash (1.3% of GDP, or 25% of transfer spending) 14

1996 US Welfare Reform 1) Largest change in welfare policy 2) Reform modified AFDC cash welfare program to provide more incentives to work (renamed TANF) a) Requiring recipients to go to job training or work b) Limiting the duration for which families able to receive welfare c) Reducing phase out rate of benefits 3) Variation across states because Fed govt. gave block grants with guidelines 4) EITC also expanded during this period: general shift from welfare to workfare 15

Welfare Reform: Two Empirical Questions 1) Incentives: did welfare reform actually increase labor supply? a) Test whether EITC expansions affect labor supply b) Use state welfare randomized experiments implemented before reform to assess effects of switch from AFDC to TANF 2) Benefits: did removing many people from transfer system reduce their welfare? How did consumption change? Focus on single mothers, who were most impacted by reform 16

Page 9

Real Expend ditures The landscape providing assistance to poor families with children has changed substantially 200 175 150 125 100 Contractions AFDC/TANF Cash Benefits Per Capita Food Stamp Expenditures Per Capita EITC Expenditures Per Capita Federal welfare reform Per Capita 75 50 25 0 1980 1985 1990 1995 2000 2005 4 Source: Bitler and Hoynes, Brookings Papers on Economic Activity, 2011.

Page 10 Annual Employment Rates for Women By Marital Status and Presence of Children, 1980-2009 100% 90% 80% 70% Single with Children 60% Single No Children Married with Children 50% 1980 1985 1990 1995 2000 2005 Source: Bitler and Hoynes, Brookings Papers on Economic Activity, 2011.

Earned Income Tax Credit (EITC) program 1) EITC started small in the 1970s but was expanded in 1986-88, 1994-96, 2008-09: today, largest means-tested cash transfer program [$70bn in 2016, 30m families recipients] 2) Eligibility: families with kids and low earnings. 3) Refundable Tax credit: administered through income tax as annual tax refund received in Feb-April, year t+1 (for earnings in year t) 4) EITC has flat pyramid structure with phase-in (negative MTR), plateau, (0 MTR), and phase-out (positive MTR) 18

EITC Amount as a Function of Earnings EITC Amount ($) 0 1000 2000 3000 4000 5000 Subsidy: 40% Subsidy: 34% Phase-out tax: 16% Married, 2+ kids Single, 2+ kids Married, 1 kid Single, 1 kid No kids Phase-out tax: 21% 0 5000 10000 15000 20000 25000 30000 35000 40000 Source: Federal Govt Earnings ($)

Theoretical Behavioral Responses to the EITC Extensive margin: positive effect on Labor Force Participation. Meyer-Rosenbaum (2001) find that 60% of LFP increase of single mothers in 1990s due to EITC expansion. Intensive margin: earnings conditional on working; 1) Phase in: (a) Substitution effect: work more due to 40% increase in net wage, (b) Income effect: work less Net effect: ambiguous; probably work more 2) Plateau: Pure income effect (no change in net wage) Net effect: work less 3) Phase out: (a) Substitution effect: work less, (b) Income effect: also work less Net effect: work less 20

EITC and Intensive Labor Supply Response: Bunching at Kinks 1) Basic labor supply theory predicts that we should observe bunching of individuals at the EITC kink points: Some individuals find it worthwhile to work more when subsidy rate is 40% but not when subsidy rate falls to 0% Utility maximizing labor supply is to be exactly at the kink 2) Amount of bunching is proportional to compensated elasticity: if labor supply is inelastic, then kinks in the budget set are irrelevant and do not create bunching Saez AEJ 10 finds bunching around 1st kink point of EITC but only for the self-employed likely due to cheating to maximize tax refund (and not labor supply) 21

184 American Economic Journal: economic policy AUgust 2010 Panel A. Indifference curves and bunching Individual L indifference curve Individual H indifference curves After-tax income c = z T(z) Slope 1 t Slope 1 t dt Individual L chooses z* before and after reform Individual H chooses z*+ dz* before and z* after reform dz*/z* = e dt/(1 t) with e compensated elasticity Source: Saez (2010), p. 184 z* z*+ dz* Before tax income z Panel B. Density distributions and bunching

Slope 1 t z* z*+ dz* Panel B. Density distributions and bunching Before tax income z Density distribution Pre-reform incomes between z* and z*+ dz* bunch at z* after reform After reform density Before reform density Source: Saez (2010), p. 184 z* z*+ dz* Before tax income z Figure 1. Bunching Theory Notes: Panel A displays the effect on earnings choices of introducing a (small) kink in the budget set by increasing the tax rate t by dt above income level z*. Individual L who chooses z* before the reform stays at z* after the reform.

Ea 1,000 0 0 5,000 10,000 15,000 20,000 25,000 30,000 35,000 40,000 45,000 50,000 Earnings (2008 $) B. Two children or more 5,000 Density EIC Amount Earnings density ($500 bins) 4,000 3,000 2,000 1,000 EIC amount ($) 0 Notes: The figure displays the histogram of earnings (by $500 bins) for tax filers with one dependent child (panel A) and tax filers with two or more dependent children (panel B). The histogram includes all years 1995 2004 and inflates earnings to 2008 dollars using the IRS inflation parameters (so that the EITC kinks are aligned for all years). Earnings are defined as wages and salaries plus self-employment income (net of one-half of the self-employed payaez (2010), p. 191 0 5,000 10,000 15,000 20,000 25,000 30,000 35,000 40,000 45,000 50,000 Earnings (2008 $) Figure 3. Earnings Density Distributions and the EITC

Vol. 2 No. 3 saez: do taxpayers bunch at kink points? 191 Panel A. One child 5,000 Earnings density ($500 bins) Density EIC Amount 4,000 3,000 2,000 1,000 EIC amount (2008 $) 0 Source: Saez (2010), p. 191 0 5,000 10,000 15,000 20,000 25,000 30,000 35,000 40,000 45,000 50,000 Earnings (2008 $) B. Two children or more 5,000 Density EIC Amount 00 bins) 4,000 ($)

192 American Economic Journal: economic policy AUgust 2010 Panel A. One child 5,000 Earnings density Wage earners Self-employed EIC amount 4,000 3,000 2,000 EIC amount ($) 1,000 : Saez (2010), p. 192 0 5,000 10,000 15,000 20,000 25,000 30,000 35,000 40,000 45,000 50,000 Earnings (2008 $) 0 Panel B. Two or more children 5,000 Wage earners Self-employed 4,000

1,000 0 0 5,000 10,000 15,000 20,000 25,000 30,000 35,000 40,000 45,000 50,000 Panel B. Two or more children Earnings (2008 $) 5,000 Earnings density Wage earners Self-employed EIC amount 4,000 3,000 2,000 EIC amount ($) 1,000 : Saez (2010), p. 192 0 5,000 10,000 15,000 20,000 25,000 30,000 35,000 40,000 45,000 50,000 Earnings (2008 $) 0 Figure 4. Earnings Density and the EITC: Wage Earners versus Self-Employed Notes: The figure displays the kernel density of earnings for wage earners (those with no self-employment earnings) and for the self-employed (those with nonzero self employment earnings). Panel A reports the density for tax filers with one dependent child and panel B for tax filers with two or more dependent children. The charts include all years 1995 2004. The bandwidth is $400 in all kernel density estimations. The fraction self-employed in 16.1 per-

EITC Empirical Studies Evidence of response along extensive margin, little evidence of response along intensive margin (except for self-employed) Possibly due to lack of understanding of the program Qualitative surveys show that: Low income families know about EITC and understand that they get a tax refund if they work However very few families know whether tax refund increases or decreases with earnings Such confusion might be good for the government as the EITC induces work along participation margin without discouraging work along intensive margin 24

Chetty, Friedman, Saez AER 13 EITC information Use US population wide tax return data since 1996 1) Substantial heterogeneity fraction of EITC recipients bunching (using self-employment) across geographical areas Information about EITC varies across areas 2) Places with high self-employment EITC bunching display wage earnings distribution more concentrated around plateau Evidence of wage earnings response to EITC along intensive margin 3) Omitted variable test: use birth of first child to test causal effect of EITC on wage earnings 25

Earnings Distributions in Lowest and Highest Bunching Deciles 8% Percent of Tax Filers 6% 4% 2% 0% -$10K $0K $10K $20K $30K Total Earnings Relative to First EITC Kink Source: Chetty, Friedman, and Saez NBER'12 Lowest Bunching Decile Highest Bunching Decile

Fraction of Tax Filers Who Report SE Income that Maximizes EITC Refund in 1996 4.1 42.7% 2.8 4.1% 2.1 2.8% 1.8 2.1% 1.5 1.8% 1.2 1.5% 1.1 1.2% 0.9 1.1% 0.7 0.9% 0 0.7% Source: Chetty, Friedman, and Saez NBER'12

Fraction of Tax Filers Who Report SE Income that Maximizes EITC Refund in 1999 4.1 42.7% 2.8 4.1% 2.1 2.8% 1.8 2.1% 1.5 1.8% 1.2 1.5% 1.1 1.2% 0.9 1.1% 0.7 0.9% 0 0.7% Source: Chetty, Friedman, and Saez NBER'12

Fraction of Tax Filers Who Report SE Income that Maximizes EITC Refund in 2002 4.1 42.7% 2.8 4.1% 2.1 2.8% 1.8 2.1% 1.5 1.8% 1.2 1.5% 1.1 1.2% 0.9 1.1% 0.7 0.9% 0 0.7% Source: Chetty, Friedman, and Saez NBER'12

Fraction of Tax Filers Who Report SE Income that Maximizes EITC Refund in 2005 4.1 42.7% 2.8 4.1% 2.1 2.8% 1.8 2.1% 1.5 1.8% 1.2 1.5% 1.1 1.2% 0.9 1.1% 0.7 0.9% 0 0.7% Source: Chetty, Friedman, and Saez NBER'12

Fraction of Tax Filers Who Report SE Income that Maximizes EITC Refund in 2008 4.1 42.7% 2.8 4.1% 2.1 2.8% 1.8 2.1% 1.5 1.8% 1.2 1.5% 1.1 1.2% 0.9 1.1% 0.7 0.9% 0 0.7% Source: Chetty, Friedman, and Saez NBER'12

3.5% 3% Income Distribution For Single Wage Earners with One Child Is the EITC having an effect on this distribution? $4K Percent of Wage-Earners 2.5% 2% 1.5% 1% $3K $2K $1K EITC Amount ($) 0.5% 0% $0K $0 $5K $10K $25K $20K $25K $30K $35K W-2 Wage Earnings Source: Chetty, Friedman, and Saez NBER'12

Income Distribution For Single Wage Earners with One Child High vs. Low Bunching Areas 3.5% $4K 3% Percent of Wage Earners 2.5% 2% 1.5% 1% $3K $2K $1K EITC Amount ($) 0.5% 0% $0K $0 $5K $10K $25K $20K $25K $30K $35K Source: Chetty, Friedman, and Saez NBER'12 Lowest Bunching Decile W-2 Wage Earnings Highest Bunching Decile

Earnings Distribution in the Year Before First Child Birth for Wage Earners 6% Percent of Individuals 4% 2% 0% $0 $10K $20K $30K $40K Lowest Sharp Bunching Decile Source: Chetty, Friedman, and Saez NBER'12 Wage Earnings Middle Sharp Bunching Decile Highest Sharp Bunching Decile

Earnings Distribution in the Year of First Child Birth for Wage Earners 6% Percent of Individuals 4% 2% 0% $0 $10K $20K $30K $40K Lowest Sharp Bunching Decile Source: Chetty, Friedman, and Saez NBER'12 Wage Earnings Middle Sharp Bunching Decile Highest Sharp Bunching Decile

Welfare reform and consumption: Meyer and Sullivan 2004 1) Examine the consumption patterns of single mothers and their families from 1984 2000 using CEX data 2) Question: did single mothers consumption fall because they lost welfare benefits and were forced to work? 27

Total Consumption: Single Mothers 1984-2000 Source: Meyer and Sullivan (2004), p. 1407

Meyer and Sullivan: Results 1) Material conditions of single mothers did not decline in 1990s, either in absolute terms or relative to single childless women 2) In most cases, evidence suggests that the material conditions of single mothers have improved slightly 3) Question: is this because economy was booming in 1990s? 4) Is workfare approach more problematic in recession? Households getting SNAP (food stamps) surged from 12M in 07 to 20M in 10 But households getting TANF increased only slightly from 1.7M in 07 to 1.85M in 10 29

Long-term effects of Redistribution: Evidence from the Israeli Kibbutz Abramitzky 13 book based on series of academic papers Kibbutz are egalitarian and socialist voluntary communities in Israel, thrived for almost a century within a capitalist society 1) Social sanctions on shirkers effective in small communities with limited privacy 2) Deal with brain drain exit using communal property as a bond 3) Deal with adverse selection in entry with screening and trial period 4) Perfect sharing in Kibbutz has negative effects on high school students performance but effect is small in magnitude 30

Long-term effects of Redistribution: Evidence from the Israeli Kibbutz Abramitzky-Lavy ECMA 14 show that high school students study harder once their kibbutz shifts away from equal sharing They use a DD strategy: pre-post reform and comparing reform Kibbutz to non-reform Kibbutz. They find that 1) Students are 3 percentage points more likely to graduate 2) Students are 6 points more likely to achieve a matriculation certificate that meets university entrance requirements Effect is driven by students whose parents have low schooling; larger for males; stronger in kibbutz that reformed to greater degree 31

Culture of Welfare across Generations Conservative concern that welfare promotes a culture of dependency: kids growing up in welfare supported families are more likely to use welfare Correlation in welfare use across generations is obviously not necessarily causal Dahl, Kostol, Mogstad QJE 14 analyze causal effect of parental use of Disability Insurance (DI) on children use (as adults) of DI in Norway Identification uses random assignment of judges to denied DI applicants who appeal [some judges severe, others lenient] Find evidence of causality: parents on DI increases odds of kids on DI over next 5 years by 6 percentage points Mechanism seems to be learning about DI availability rather than reduced stigma from using DI [because no effect on other welfare programs use] 32

judge has handled a total of 380 cases. The mean of the leniency variable is.15with a standard deviation of.06. The histogram reveals a wide spread in judge leniency, with approximately 22% of cases allowed by a judge at the 90th percentile compared to approximately 9% at the 10th percentile. Figure 3: Eect of Judge Leniency on Parents (First Stage) and Children (Reduced Form). Density (%) 0 2 4 6 8 10 (A) First stage.01.05.09.13.17.21.25.29.33 Judge leniency (leave out mean judge allowance rate) 0.05.1.15.2.25.3.35 Parent allowance rate Density (%) 0 2 4 6 8 10 (B) Reduced form.01.05.09.13.17.21.25.29.33 Judge leniency (leave out mean judge allowance rate).015.02.025.03.035.04.045 Child DI rate in year 5 Notes: Baseline sample, consisting of parents who appeal an initially denied DI claim during the period 1989-2005 (see Section 3 for further details). There are 14,893 individual observations and 79 dierent judges. Panel (A): Solid line is a local linear regression of parental DI allowance on judge leniency. Panel (B): Solid line is a local linear regression of child DI receipt on their parent's judge leniency measure. All regressions include fully interacted year and department dummies. The histogram of judge leniency is shown in the background of both gures (top and bottom 0.5% excluded from the graph). Source: Dahl, Kostol, Mogstad (2013) Panel A shows the eect of judge leniency on a parent's allowance rate. The graph is a exible analog to the rst stage equation (4), where we plot a local linear regression of actual parental allowance against judge leniency. The parental allowance rate is monotonically increasing in our leniency measure, and is

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