This study tests empirically the hypothesis that corporate income taxes are neutral for firm efficiency. We exploit the fact that the tax definition of cost does not overlap fully with an accounting definition of cost and develop an instrument for taxation which relies on exogenous variation in this overlap. Our sample consists of firm-level data for roughly 20 million firms from over 40 countries over the period of two decades. We show that OLS estimates are strongly biased, yielding a positive correlation between taxation and output/efficiency. Accounting for the endogeneity via instrumenting yields robust negative estimates of the effects of taxation on firm output and efficiency. The results do not depend of firm characteristics, but are heterogeneous across countries: strong negative effects in some countries are accompanied by negligible or zero effects in others.
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Corporate Income Taxation and Firm Efficiency
1. Corporate Income Taxation and Firm Efficiency
Evidence from a large panel of European firms
Joanna Tyrowicz (GRAPE, IAAEU, UW and IZA)
Jakub Mazurek (GRAPE)
Karsten Staehr (TTU and Eestipank)
EPCS, Jerusalem, 2019
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2. Motivation
• Theory: taxes are (almost) neutral
• if Q = argmaxΠ then ∀τ it holds that Q = argmax(1 − τ)Π
• tax shield (financing cost and structure)
• taxes on K and L could be affecting optimal K/L
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3. Motivation
• Theory: taxes are (almost) neutral
• if Q = argmaxΠ then ∀τ it holds that Q = argmax(1 − τ)Π
• tax shield (financing cost and structure)
• taxes on K and L could be affecting optimal K/L
• Reality: More efficient firms −→ profits ↑
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4. Motivation
• Theory: taxes are (almost) neutral
• if Q = argmaxΠ then ∀τ it holds that Q = argmax(1 − τ)Π
• tax shield (financing cost and structure)
• taxes on K and L could be affecting optimal K/L
• Reality: More efficient firms −→ profits ↑ −→ corr(π, tax) > 0
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5. Motivation
• Theory: taxes are (almost) neutral
• if Q = argmaxΠ then ∀τ it holds that Q = argmax(1 − τ)Π
• tax shield (financing cost and structure)
• taxes on K and L could be affecting optimal K/L
• Reality: More efficient firms −→ profits ↑ −→ corr(π, tax) > 0
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6. Motivation
• Theory: taxes are (almost) neutral
• if Q = argmaxΠ then ∀τ it holds that Q = argmax(1 − τ)Π
• tax shield (financing cost and structure)
• taxes on K and L could be affecting optimal K/L
• Reality: More efficient firms −→ profits ↑ −→ corr(π, tax) > 0
Question
Are CI taxes neutral for firm efficiency?
• Taxes may be a cost −→ reduce capital accumulation & investment
• Taxes may drive away from efficient technologies
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7. Motivating example
Technology 1: immediate gratification
• Investment easily divisible
• Short cycle from investment to revenue
• High liquidity
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8. Motivating example
Technology 1: immediate gratification
• Investment easily divisible
• Short cycle from investment to revenue
• High liquidity
Technology 2: suffering through the dungeons of depreciation
• Indivisible and large investments
• Long cycle from investment to revenue
• Low liquidity
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9. Literature
• Distortions to inter-temporal decisions (investment −→ capital)
• Modigliani & Miller (1965), Auerbach (1979), Fazzari et al (1988) ...
Giroud and Rauh (2019)
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10. Literature
• Distortions to inter-temporal decisions (investment −→ capital)
• Modigliani & Miller (1965), Auerbach (1979), Fazzari et al (1988) ...
Giroud and Rauh (2019)
• Exploit tax reforms / discontinuities for exogeneity
• Romer & Romer (2010), Arnold et al (2011), Spinnewyn et al (2017)
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11. Literature
• Distortions to inter-temporal decisions (investment −→ capital)
• Modigliani & Miller (1965), Auerbach (1979), Fazzari et al (1988) ...
Giroud and Rauh (2019)
• Exploit tax reforms / discontinuities for exogeneity
• Romer & Romer (2010), Arnold et al (2011), Spinnewyn et al (2017)
• (Accounting) Literature on book-tax conformity and tax audits
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12. Literature
• Distortions to inter-temporal decisions (investment −→ capital)
• Modigliani & Miller (1965), Auerbach (1979), Fazzari et al (1988) ...
Giroud and Rauh (2019)
• Exploit tax reforms / discontinuities for exogeneity
• Romer & Romer (2010), Arnold et al (2011), Spinnewyn et al (2017)
• (Accounting) Literature on book-tax conformity and tax audits
Contribution
• Instead of reforms: “business as usual” identification
• Instead of inter-temporal decision: value added (efficiency)
• Generally accessible data
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13. Identification strategy
Yi,t = αi(taxi,t, ·)K
βs
k
i,t + L
βs
l
i,t (1)
OLS estimation of taxi,t biased −→ instrument
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14. Identification strategy
Yi,t = αi(taxi,t, ·)K
βs
k
i,t + L
βs
l
i,t (1)
OLS estimation of taxi,t biased −→ instrument
• Measure technology specific tax rate (NACE 4 digit)
IVc,s,t =
ETRs,t − i/∈(c) ET Rs,t
i/∈(c) i
1
i/∈(c) i i/∈(c) ETRs,t − i/∈(c) ET Rs,t
i/∈(c) i
2
(2)
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15. Identification strategy
Yi,t = αi(taxi,t, ·)K
βs
k
i,t + L
βs
l
i,t (1)
OLS estimation of taxi,t biased −→ instrument
• Measure technology specific tax rate (NACE 4 digit)
IVc,s,t =
ETRs,t − i/∈(c) ET Rs,t
i/∈(c) i
1
i/∈(c) i i/∈(c) ETRs,t − i/∈(c) ET Rs,t
i/∈(c) i
2
(2)
• Use this as instrument in estimation
log VAi,t = βs
k log ki,t + βs
l log li,t + αi( ˆtaxi,t) + ut + ui + i,t (3)
taxi,t = δ · IVc,s,t + ηt + εi,t (4)
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16. Some stylized facts
Table 1: Sources of variation in taxation measures
All firms Firms ineligible to CF
Variable Firm Country Sector Firm Country Sector
BTD 17.8% 0.1% 0.4% 15.5% 0.1% 0.5%
BTD / Assets 7.3% 0.0% 0.1% 6.9% 0.0% 0.0%
BTD / PTI 65.3% 14.0% 17.1% 69.3% 14.4% 18.4%
BTD/ taxes paid 33.2% 0.7% 0.5% 31.2% 0.8% 0.5%
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27. Conclusions
• Still work in progress!
• We test neutrality of taxation
• We use a large, new panel dataset
• We propose a new instrument
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28. Conclusions
• Still work in progress!
• We test neutrality of taxation
• We use a large, new panel dataset
• We propose a new instrument
• 10% more tax to paid −→ 4% lower VA
• quite robust: for 2digit NACE all negative, or insignificant
• substantial heterogeneity across countries
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29. Thank you and
I am happy to take questions!
w: grape.org.pl
t: grape org
f: grape.org
e: j.tyrowicz@grape.org.pl
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