Chapter 7 Tax Policy - JEAN...
Transcript of Chapter 7 Tax Policy - JEAN...
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Chapter 7
Tax policy
Introduction
At the core of politics and sovereignty
"Taxation without representation is tyranny“
James Otis (1725-1783), US lawyer and politician at the time of the American
Revolution
« Pour l’entretien de la force publique, et pour les dépenses
de l’administration, une contribution commune est
indispensable; elle doit être également répartie entre les
citoyens, en raison de leurs facultés ».
Déclaration des droits de l’Homme et du Citoyen, Article 13, 1789
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Taxation is VERY
political
Why taxation?
• Because governments seldom charge for their services –
hence the need for financing them through taxation
• Because taxes are instruments
– For allocative purposes – e.g. green taxes
– For distributive purposes – e.g. Income taxes
• Economic theory suggests tax policies should aim at
minimising distortions but this often conflicts with other
purposes – see Margaret Thatcher’s fall over the poll tax
• In few other fields are economics and politics as tightly
intertwined
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Outline
6.1 Issues
• What is taxation about?
• Which taxes?
• Redistribution and efficiency
6.2 Theories
• Tax incidence
• Social losses and distortions
• Optimum taxation
• Corrective taxation
• Taxation in open economies
6.3 Policies
• Efficiency
• Equity
• International coordination
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6.1 Issues
• What is taxation about?
• Which taxes?
• Redistribution and efficiency
6.2 Theories
• Tax incidence
• Social losses and distortions
• Optimum taxation
• Corrective taxation
• Taxation in open economies
6.3 Policies
• Efficiency
• Equity
• International coordination
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What is taxation about?
The Musgravian trinity applies:
• Allocation
• Minimisation of distortions in the financing of public goods
• Correction of market failures
• Redistribution
• Tax policy is not the only instrument (an alternative is transfers)
but it contributes to achieving desired distribution of income and
wealth
• It is generally accepted that taxation should be either
proportional or progressive, but not regressive
• Stabilisation
• Tax policy contributes to automatic stabilisation (to an extent
that depends on income elasticities)
Some trade-offs (e.g. cigarettes)
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How much?
pisani-ferry december 2012 8Source : OECD
Total tax revenues in selected countries, percentage of GDP, 1970-2010
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How much within the EU?
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Total tax revenues in EU countries, percentage of GDP, 2010
Source: European Commission
Who collects taxes?
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Distribution of tax revenues by level of government, selected countries, 2010
Source: European Commission
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Which taxes?
Direct taxesHouseholds
- Personal income tax
- Social security contributions
- Property taxes
- Inheritance taxes
- Wealth taxes
Companies
-Corporate income tax
- Local business taxes
- Social security contributions
Indirect taxes- VAT
– Excise taxes
– Energy taxes
– Environmental taxes
Atkinson (1977) : direct taxes are those that can be personalised (adapted to the
taxpayer’s characteristics)
Only direct taxes are to be used for redistribution purposes
Obvious? If so, why do we have two VAT rates?
Genuine taxes or social security
contributions? Bismarckian vs.
Beveridgian systems
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Which taxes? Evidence
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Breakdown of taxation by nature of revenues, EU countries, 2010
Source: European Commission
Who is
Bismackian?
Who is
Beveridgian?
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Changes over time
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• Rise in VAT and social security contributions
• Decline in traditional consumption taxes and (since the 1980s) income taxes
Structure of taxation by tax instrument, OECD (unweighted), 1965-2008
Source: OECD
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Who pays?
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Implicit tax rates, % of GDP, 2010
Source: EC, Taxation trends in the European Union, 2012. * Unweighted average.
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The case of developing countries
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Developing countries generally exhibit lower taxation (e.g. 10 to 20% of GDP
in West Africa) and they rely much more on indirect taxes, especially customs duties
Redistribution and efficiency
Share of first decile in national
income, USA, 1917-2007 Zooming in: decomposition
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Source: Atkinson, Piketty and Saez (2010)
The share of
the top 1%
has increased
from 10% to
almost 25%
The share
of the top
10% has
increased
from 35%
to 50%
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Significant differences across countries
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Taxation plays an important role in determining disposable income inequalities
But the structure of income changes
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Share of national income of the .1 per cent fractile, USA, 1916-2007
Source: Atkinson, Piketty and Saez (2010)
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Graphique 7.10 – Variation (en %) de la part du rev enu total en faveur du premier quintile derevenu
0
0,5
1
1,5
2
2,5
3
3,5
Allemagne Belgique France Italie Irlande Royaume-Uni
Prestations Impôts
Lecture : ce graphique indique la variation de la part cumulée dans le revenu du premier quintile de la population due aux impôtsprélevés et aux prestations distribuées.
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Some countries redistribute more in spite of
having lower taxes
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Redistribution vs. efficiency:
what matters?
Marginal tax rate T’(R)
Incentives
Efficiency
Average tax rate = T(R)/R
Redistribution
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6.1 Issues
• What is taxation about?
• Which taxes?
• Redistribution and efficiency
6.2 Theories
• Tax incidence
• Social losses and distortions
• Optimum taxation
• Corrective taxation
• Taxation in open economies
6.3 Policies
• Efficiency
• Equity
• International coordination
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Tax incidence
Q
P
PE
PE’
PE’-t
Supply
Demand
t
E
E’
Tax on supply
Q
P
PE
PE’’+t
PE’’
Supply
Demandt
E
E’’
Tax on demand
Taxation is rarely borne by the particular taxpayer who writes the check
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Tax incidence: polar cases
Supply tax: dts > 0
• if εs = 0 (inelastic supply), the net-of-
taxes price does not change
tax is borne by the supply side
• if εs ≈ ∞ (elastic supply), the net-of-
taxes price increases: dP/P = dts/(1-ts) >0
tax is borne by the demand side
Demand tax: dtd > 0
• ifεd = 0 (inelastic demand), the net-of-taxes
price does not change, the tax is entirely
passed on to the consumer
tax is borne by the demand side
• ifεd ≈ ∞ (elastic demand), the net-of-taxes
price diminishes by dP/P = -dtd/(1+td) >0
tax is borne by the supply side
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Application: The effect of a cut in employers’
social security contributions
L
WSupplyDemand
EE’
L
W
Supply
Demand
E
E’
At the level of the minimum wage At higher wage levels
If the presence of excess unskilled labour, cuts in social security contributions result
in higher employment at the level of the minimum wage
and in higher wages at higher wage levels
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Tax incidence in a general equilibrium contextAn example: effect of a consumption tax on good 1
Before price adjustment After price adjustment
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C1
P1C1+P2C2=R
0
P1(1+t)C1+P2C2=R
E
E’
C2
C1
C2
P1C1+P2C2=R
0
P’1(1+t)C1+P’2C2=R
E
E’’
A tax on the consumption of good 1 affects relative prices but also real consumer income.
This results in a change in the prices of both goods, which in turn affect real consumer income
The net effect on good 2 consumption is ambiguous
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Application: Who pays taxes on capital?
k
r
r0
r1
k1
ks
kd
tw, ts
E0
E1
k0 k
r
r0
r1
k1
ks
kd
tis
E0
E1
k0
A tax on household capital income A rise in the corporate income tax
In both cases the capital stock decreases, which affects labour productivity and hence
labour income.
In an open economy setting capital supply is very elastic (at the limit infinitely elastic at
the prevailing interest rate r. A tax on corporate income is entirely borne by labour.
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Example: incidence of rent subsidies
pisani-ferry december 2012 27Source: Fack (2005)
Significant increase over time
of subsidies to low-income
housing in France
But as a
consequence rents
for low-income
households have
increased
Tax incidence in a general equilibrium framework:
The case of income from savings
Capital market Labour market
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Social losses and distortions
A consumption tax Social losses
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Q
P
D
B C
Supply
Demand
E
A
F
Q0Q1
P0
P1s
P1d
t
Surplus Without tax
With tax Difference
Consumers A+B+C A -(B+C)
Producers D+E+F F -(D+E)
Government 0 B+D + (B+D)
Total A+B+C+D+E+F
A+B+D+F
- (C+E)
C + E is the Harberger triangle, whose surface corresponds to the deadweight loss
implied by taxation
Taxation is distortionary
Computing social losses
• The social loss (the surface of the Harberger triangle) is:
• Implications
– Distortions are quadratic in the tax rate
– Distortions on high-elasticity goods are higher
• Minimising distortions leads to the Ramsey rule which states
that taxation should be inversely proportional to tax
elasticities:
• This may conflict with equity (leads to tax essential goods,
unskilled labour rather than capital, etc..)
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+=
sdk
p
t
εε11
+=
DS
DS
P
QtL
εεεε
0
02
2
1
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Taxation, incentives and tax returns:
The Laffer curve
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Theory and practice
The Russian 2001 tax reform
However the claim that in the 1970s the US was in the prohibitive range proved unfounded
10
15
20
25
30
35
1995 1996 1997 1998 1999 2000 2001 2002 2003
Source: Ivanova, Keen and Klemm (2005).
Top
mar
gina
l PIT
rat
e (%
)
2,2
2,4
2,6
2,8
3
3,2
3,4
3,6
PIT
revenues (% of G
DP
)
Top marginal tax rate (%) PIT revenues (% of GDP)
The Laffer curve
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Optimal taxation
Mirlees (1971) : addresses the efficiency-equity trade-off through maximising social
utility subject to income and incentive constraints
– Utility: weighted average of individual utilities (giving more weight to the poor)
– Income: revenue to be raised
– Incentive: efficiency dimensions
Assumes population is a continuum of individuals indexed by productivity w.
Question: should one tax the low-productivity individuals (for efficiency) or the high-
productivity ones (for equity?)
– T’(w) : Marginal tax rate for individuals whose productivity is w ;
– E(w) : decreasing function of the elasticity of labour supply (Ramsey principle);
– R(w) : weight of w-productivity individuals in the social utility function;
– H(w) : structure of the population (decreases with the size of the w-productivity
population; increases with the size of the population whose productivity exceeds w) ;
– F(w) cumulated distribution
)()()()('1
)('wHwRwE
wT
wT =− )(
)(1)(
wwf
wFwH
−=
Implications
• Mirlees results:
– Optimal tax rate is approximately linear (constant marginal rate)
– Marginal tax rates are rather low
– Limited redistributive properties
• Results however depend on social utility
• Refined versions of Mirlees model result in U-shaped marginal taxation schedule
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Tax rate Average Marginal
Median 6 21
Top decile 14 20
Top percentile 16 17
Source: Atkinson and Stiglitz, 1980
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Corrective taxation
• In the presence of market failures (when agents do not
internalise externalities) Pigouvian taxation helps aligning
private costs with social costs
• Examples
– Tax on London chimneys (Pigou 1920)
– London congestion charge
– Carbon taxes
– Transaction taxes?
• Goal is not to raise revenue but to correct incentives
• Pigouvian taxation an alternative to regulation
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What to do with the money?
• Pigouvian tax rate should be set in view of incentive objectives, not in view of revenues (optimal rate should be set in order to equalise marginal distortion across taxes)
• Solutions to dispense of revenues– Compensate taxpayers with lump-sum allowance (e.g.
grandfathering for CO2 emissions)
– Reduce other taxes (‘double dividend’), e.g. taxes on labour
– Finance public goods, possibly in the same field (e.g. research on climate change mitigation)
• Successful Pigouvian taxes are expected to shrink the tax base and therefore revenues, so double dividend approach may be self-defeating
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Taxation in open economies and
tax competition
• Standard taxation models assume goods and factors are immobile
• Mobility (of labour; capital; and goods and services) raises issues of tax
competition
• Applies
– Across jurisdictions within countries (local taxation). Major issue for income taxes,
business taxes
– Across countries. Increasingly significant issue for income taxes, corporate income
taxes
• Tax competition can be viewed:
– A good thing if the government is considered a Leviathan (or just an inefficient government)
– A bad thing if the government is considered benevolent and efficient: reduced provision of
public goods, tax inequality arising from heavier taxation of less-mobile bases (low-skill labor)
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Tax competition models
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Tiebout (1956) :
• N jurisdictions with different tax rates and government services
• Individuals ‘vote with their feet’ and move across jurisdictions. Two effects:
– Eliminates inefficient tax / government service combinations
– Makes room for diversity (individuals group according to preferences)
Zodrow et Mieszkowski (1986):
• If all jurisdictions have similar preferences, provision of government services under
such tax competition will be lower than its optimum
• Validates ‘race to bottom’ view
Bucovetsky et Wilson (1991):
• If capital is mobile and labour is immobile, taxation will fall on labour
Baldwin et al. (2003):
• Agglomeration generates rents that are taxable
• Tax competition a way for peripheral countries to compensate disadvantage
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Tax competition in the EU
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Unweighted averages
6.1 Issues
• What is taxation about?
• Which taxes?
• Redistribution and efficiency
6.2 Theories
• Tax incidence
• Social losses and distortions
• Optimum taxation
• Corrective taxation
• Taxation in open economies
6.3 Policies
• Efficiency
• Equity
• International coordination
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Theory and policy
• Tax policy less influenced by economic theory than decisions
in other policy fields
• Examples:
– Bush tax cuts
– French VAT cut for restaurants
• Why?
– Some straightforward recommendations, but
– Other concerns (ex: ‘un vieil impôt est un bon impôt’)
– Tax theory concepts difficult to grasp (tax incidence)
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Efficiency
Equivalence principle
• where WP is real cost of labour for the employer, Ω is net real income for the employee
• Labour demand and supply elasticitities command the variations of Ω and W/P in response to changes in tax rates (tax incidence)
Ignores that VAT is also paid on capital income and pension income (but investment isexempted from VAT)
Equivalence only applies in the long run (in the short run rigidities matter)Example: Germany 2007 • Initially lowering of social security contributions and raise of VAT• Later on led to demands for wage increases
Special cases:• Minimum wage (in France, set in real terms net of social security contributions but
gross of VAT)• Open economy
P
W
tt
tt
VATSSC
PITSSC
)1)(1(
)1)(1(
1
2
++−−=Ω
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Case study: VAT vs social contributions
First step: Y = C
• the VAT base is Y ;
• if the share of labor in value added is 2/3, the social contribution base is 2Y/3 ;
• to raise receipts of Y/5, you need a 20% VAT rate or a 30% SC rate: VAT less distorsionary (Ramsey rule).
Second step: Y = C + I
• if the share of labor in value added is 2/3, the VAT base shrinks to 2/3 Y ;
• the social contribution base is still 2Y/3
• to raise receipts of Y/5, you need a 30% VAT rate or a 30% SC rate: the two levies are equivalent.
• this corresponds to the golden rule of growth where I/Y = rK/Y = 1- wL/Y
Third step: Y = C + I + X - QM
• unchanged VAT receipts if X = QM, higher receipts if X < QM (trade deficit) ;
• however foreign suppliers may reduce their export prices following a VAT
Conclusion: impact of a substitution of VAT for employers’ contributions
• short run: increased competitiveness, reduced purchasing power
• long run: increased net wages, no impact on competitiveness neither on purchasing power (except
incomplete pass-through from foreign suppliers and/or distributional effects across industries)
VAT: increasingly popular...
Number of countries with VAT General consumption taxes in OECD countries, percentage of total revenues, 2007
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0
5
10
15
20
25
30
Hu
ng
ary
Ice
lan
d
Ire
lan
d
Po
rtu
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Gre
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p.
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ark
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Me
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Sw
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en
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15
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ted
OE
CD
un
we
igh
ted
Au
stri
a
UK
Cze
ch R
ep
.
Fra
nce
Be
lgiu
m
Sp
ain
Ko
rea
Luxe
mb
ou
rg
Ita
ly
Ca
nad
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Sw
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rla
nd
Au
stra
lia
Jap
an
% o
f to
tal
tax r
ev
en
ue
s
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... But regressive
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Case study: VAT vs sales taxAssumptions
• A producer of an intermediate input sells for EUR 100 to a producer of a final good
• The producer of the final good sells for EUR 150 to a final consumer
VAT 20%
• the intermediate input producer charges a EUR 20 VAT;
• the final good producer charges a EUR 30 VAT and recovers EUR 20 on his purchase of the
intermediate good;
• tax receipt: EUR 30.
Sales tax 20%
• the intermediate input producer does not charge any tax;
• the final good producer charges a EUR 30 sales tax;
• tax receipt: EUR 30.
Advantage of the VAT over the sales tax
• in case one producer in the value-added chain omits to declare VAT, the latter will be charged at
a later stage of the chain; there is an incentive for each firm to declare its purchases;
• however fraud on VAT is widespread (up to10% of the receipts in some Member states).
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Efficiency: the CIT case
Should firms’ profits be taxed?
•Useless is final incidence is on labor;
• Better tax capital income at the household level (less mobile than capital itself).
Justifications to CIT:
• Corporate income easier to track at the source than at the residence level;
• Try to tax only rents;
•The only way to tax foreign shareholders;
• Save the personal income tax (what if households become firms?);
• Political economy: firms don’t vote.
However the CIT raises some difficulties
• Source or residence principle? (how to tax affiliates’ benefits)
• Base: stock return (exemption of interests on debt), capital return (taxation of interests) or
just rents (exemption of interests and of « normal » dividends?
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Equity
progressive or flat tax ?
Bourguigon & Chiappori (1998,
France) : PIT, constant rate of
35% necessary to fund a
universal income of 4500 euros
for a single.
Georges W. Bush (2001, 2003,
USA): unfunded tax cuts
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Marginal tax rates are often highest at the bottom of
the income distribution, resulting in poverty traps
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Marginal net tax rate for a single-worker couple with two children in France (2010)
0%
10%
20%
30%
40%
50%
60%
70%
80%
90%
100%
0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20
Multiples of minimum wage
As % of net wage
As % of gross wage
As % of supergross wage
Source: French Treasury
Evolution since the 1990s
Effective marginal income tax rate (one wage earner, family of four)
Zooming in
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Effects of the RSA allowance
pisani-ferry december 2012 51Source: French Treasury
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The flat tax
Flat tax adopted Personal income tax rates Corporate income tax rate, after
reform
Change in basic allowance
After Before
Estonia 1994 26 16-33 26 Modest increase
Lithuania 1994 33 18-33 29 Substantial increase
Latvia 1997 25 25 and 10 25 Slight reduction
Russia 2001 13 12-30 37 Modest increase
Ukraine 2004 13 10-40 25 Increase
Slovak Rep. 2005 19 10-38 19 Substantial increase
Georgia 2005 12 12-20 20 Eliminated
Romania 2005 16 18-40 16 Increase
Note: Most countries do not apply pure flat tax systems since the flat rate does not apply to all tax bases. For instance, social insurance contributions are levied separately. To the extent that these contributions exceed the present value of future (contingent) social benefits, the system is not neutral, since labor and capital income are not taxed equally. See OECD (2006).
Source: Keen et al. (2006).
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Example: the 2001 reform in Russia
Marginal and average tax rates before and after Rus sian tax reform
0%
5%
10%
15%
20%
25%
30%
35%
1 20000 40000 60000 80000 100000 120000 140000 160000 180000 200000
Ivanova, Keen and Klemm (2005).
Marginal 2000 Marginal 2001 Average 2000 Average 2001
Household income in rubbles
Progressive income tax or flat tax?
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Upper marginal income tax rate Flat tax rate
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Equityaverage PIT and social contributions in 3 countries
0
10
20
30
40
50
60
70
P0-90 P90-95 P95-99 P99-99.5 P99.5-99.9 P99.9-99.99 P.99.99-100
Percentiles of the population
Ave
rage
tax
rat
e in
%
PIT 1970 PIT 2004 Payrolls 1970 Payrolls 2000
Source: Piketty and Saez (2007).
0
10
20
30
40
50
60
70
P0-90 P90-95 P95-99 P99-99.5 P99.5-99.9 P99.9-99.99 P.99.99-100
Percentiles of the population
Ave
rage
tax
rat
e in
%
PIT 1970 PIT 2004 Payrolls 1970 Payrolls 2004
Source: Piketty and Saez (2007).
0
10
20
30
40
50
60
70
P0-90 P90-95 P95-99 P99-99.5 P99.5-99.9 P99.9-99.99 P.99.99-100
Percentiles of the population
Ave
rage
tax
rate
in %
PIT 1970 PIT 2005 Payrolls 1970 Payrolls 2005
Source: Piketty and Saez (2007).
France
UK USA
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Equity: inter-temporal aspectsimpact of 2001-2006 tax cuts in the United States
Percentage change of after-tax income, in 2006
0
1
2
3
4
5
6
7
1stquintile
2ndquintile
3rdquintile
4thquintile
5thquintile
Top 10% Top 5% Top 1% Top0,5%
Top0,1%
Source: Leiserson and Rohaly (2006).
Percentage change in after-tax income for various percentiles of the population, 2010
-20
-15
-10
-5
0
5
10
1stquintile
2ndquintile
3rdquintile
4thquintile
5thquintile
Top 10% Top 5% Top 1% Top0,5%
Top0,1%
Source: Leiserson and Rohaly (2006).
No financing Lump-sum financing
Financing proportional to income Financing proportional to tax liability
Direct effect Accounting for financing
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Horizontal equity: capital income
• Avoid double taxation (labor income, capital income) :
payment in full discharge, tax credit, dual tax (Sweden).
• Distortion between tax treatment of interests and dividends
(CIT)
• Distortion between physical and human capital
• Tax expenditure = 20% of tax receipts in France, 40% in Spain,
50% in the United States.
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Collection costs
Tax administration costs in percentage of net tax receipts, 1997
0
0,2
0,4
0,6
0,8
1
1,2
1,4
1,6
1,8
United
Sta
tes
Sweden
Irelan
dSpa
in
Canad
a UK
Nether
lands Ita
ly
Fran
ce
Germ
any
Source: Lépine (1999).
United States:
For each dollar of
tax, 22 cents paid to
layers or advisers
(average, source
Hodge et al. 2005).
Alternative
minimum tax.
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European tax coordination
• VAT: « transitory » regime (since1993) :
– Origin principle only for across-the-border purchases by households, mail-order selling and cars;
– Destination principle: general case (carrousel fraud ≅ 10% in some Member states).
• Taxation of personal capital income (January 2003) :
– « Tax package » = exchange of information (after a delay an conditional on agreements with tax heavens) + code of conduct (harmful practices)
• CIT
– « Mother-affiliate » directive against double-taxation of repatriated profits;
– Ruding report (1992): minimum tax rate
– Base harmonization and consolidation (October 2001). Enhanced cooperation? 2008.
• A European tax?
pisani-ferry december 2012 60
Standard VAT rates in 2008
10%
12%
14%
16%
18%
20%
22%
24%
Denm
ark
Sweden
Finlan
d
Poland
Belgium
Irelan
d
Portu
gal
Austri
aIta
ly
Bulgar
ia
Hunga
ry
Sloven
ia
Franc
e
Germ
any
Greec
e
Nethe
rland
s
Czech
Rep
.
Roman
ia
Slovak
ia
Estonia
Latvi
a
Lithu
ania
Malt
aUK
Spain
Luxe
mbo
urg
Cypru
s
Source: European Commission (2008).
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31
References
• Atkinson, A. (1977), “Optimal Taxation and the Direct versus Indirect Tax Controversy,” Canadian Journal of Economics, 10, pp. 590–606.
• Atkinson, A., T. Piketty and E. Saez (2010), “Top income in the long run of history”, mimeo, http://piketty.pse.ens.fr/fichiers/public/AtkinsonPikettySaez2010.pdf
• Baldwin, R., R. Forslid, P. Martin, G. Ottaviano, and F. Robert-Nicoud (2003), Economic Geography and Public Policy, Princeton University Press.
• Bourguignon, F., and D. Bureau (1999), “L’architecture des prélèvements obligatoires en France: état des lieux et voies de réforme,” Rapport pour le Conseil d’Analyse Economique, no. 17, Paris: La Documentation Française.
• Bourguignon, F., and P.-A. Chiappori (1998), “Fiscalité et redistribution,” Revue Française d’Economie, 13, pp.1–64.
• Bucovetsky, S., and J.D. Wilson, (1991), “Tax Competition with Two Tax Instruments,” Regional Science and Urban Economics, 21, pp. 333–50.
• Conseil des prélèvements obligatoires (2011), Prélèvements obligatoires sur les ménages: progressivité et effetsredistributifs”, Rapport, mai.
• Fack, Gabrielle (2005), "Pourquoi les ménages à bas revenus paient-ils des loyers de plus en plus élevés ? L'incidence des aides au logement en France (1973-2002)", Economie et Statistique n°381-382, October .
• Fribourg, Michaël (2011), “Impôt sur le revenu, impôt de solidarité sur la fortune et équité fiscale”, Rapport du Conseil des prélèvements obligatoires, mai.
• Laffer A. (2004), “The Laffer Curve: Past, and Present Future,” Backgrounder no. 1765, Washington DC: The Heritage Foundation, available at www.heritage.org.
• Mirrlees, J. (1971), “An Exploration of the Theory of Optimal Income Taxation,” Review of Economic studies, 38, pp. 175–208.
• Olson, M. (1969), “The Principle of ‘Fiscal Equivalence’: The Division of Responsibilities among Different Levels of Government,” American Economic Review, 59, pp. 479–87.
• Salanié, B. (2003), The Economics of Taxation, MIT Press.
• Tiebout, Ch. (1956), “A pure theory of local expenditures,” Journal of Political Economy, 64, pp. 416–24.
• Vasseur, Daniel (2011), “Les effets redistributifs des systèmes fiscalo-sociaux: éléments de comparaison internationale”, Rapport du Conseil des prélèvements obligatoires, mai.
• Zodrow, G., and P. Mieszkowski (1986), “Pigou, Tiebout, Property Taxation, and the Underprovision of Local Public Goods,” Journal of Urban Economics, 19, pp. 356–70.
pisani-ferry december 2012 61
Appendix: The redistributive
properties of the French tax system
in international perspective
pisani-ferry december 2012 62
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32
Primary income inequality grew
significantly in the 2000s
pisani-ferry december 2012 63
The 90%
The 1%
The .1%
The .01%
Source : Conseil des prélèvements obligatoires (2011), based on Landais
Main characteristics• High level of taxation (43.5% of GDP / OECD 35.8%)
• Low income taxation (F: 7.4% of GDP / OECD: 9.4%)
• High social security contribution (16.1% / 9.1%)
• High property taxation (3.5% / 1.9%)
• Average taxation of consumption and corporate income
pisani-ferry december 2012 64
Source: Vasseur (2011)
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33
Taxes on labour, capital and
consumption (2007)
0
10
20
30
40
50
Labour Capital Consumption
France
EU25
Germany
UK
pisani-ferry december 2012 65
- France taxes labour and capital more than the rest of the EU
Implicit taxation rates on labour, capital and consumption
Source: Vasseur (2011)
Income inequality somewhat below
OECD average
pisani-ferry december 2012
Source: Vasseur (2011)
66
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34
Lower inequality mostly attributable to
higher income at the bottom
pisani-ferry december 2012
Source: Vasseur (2011)67
The impact of taxes and transfers (1):
significant redistribution through transfers
0
5
10
15
20
25
30
35
40
45
50
Sweden Germany France UK US
Imact of transfers
Impact of taxes
Gini (disposable income)
pisani-ferry december 2012 68Source: Vasseur (2011) based on LIS data
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35
The impact of taxes and transfers (2)
0
5
10
15
20
25
30
35
40
45
50
Sweden France UK
Impact of taxes and
transfers
Gini (disposable income)
pisani-ferry december 2012 69Source: Vasseur (2011) based on Eurostat data
Impact of the income tax (2009)*
pisani-ferry december 2012*IR et PPESource: Fribourg (2011)
70
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36
Impact of tax rates, exemptions and
deductions (2009)
pisani-ferry december 2012 71Source: Fribourg (2011)
Social security contributions have been
made more progressive
pisani-ferry december 2012 72Source: Conseil des prélèvements obligatoires (2011)
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37
Income tax rates have been reduced
pisani-ferry december 2012 73
Note: Effet de la
suppression de
l’abattement de
20%
Source: Conseil des prélèvements obligatoires (2011)
The income tax has become sowewhat
less progressive
pisani-ferry december 2012 74Source: Conseil des prélèvements obligatoires (2011)
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38
Still high marginal tax rates towards the
bottom of the distribution (2010)
pisani-ferry december 2012 75Source: Fribourg (2011)
Indirect taxes remain regressive
pisani-ferry december 2012 76Source: Conseil des prélèvements obligatoires (2011)
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39
Benefits have a strong redistributive
effect on the first two deciles..
pisani-ferry december 2012 77Source: Conseil des prélèvements obligatoires (2011)
..but less so if tax incidence is taken
into account
pisani-ferry december 2012 78Source: Conseil des prélèvements obligatoires (2011)