Distributional Effects of Taxes on Corporate Profits, Investment Income, and Estates
Prepared for Members and Committees of Congress
Recent tax reductions reduce the effective tax rate on capital income in several different ways.
Taxes on capital arise from individual taxes on dividends, interest, capital gains, and income from
non-corporate businesses (proprietorships and partnerships). Reductions in marginal tax rates, as
well as some tax benefits for business, reduce these taxes. Taxes on capital income also arise from
corporate profits taxes, which are affected not only by rate reductions but also by changes to
provisions affecting depreciation, interest deductions, other deductions and credits. Finally, taxes
can be imposed on capital income through the estate and gift tax.
Tax cuts on capital income through marginal rate reductions, estate and gift tax reductions,
dividend relief, and bonus depreciation are estimated to cost about $110 billion per year, with
about half that amount attributable to the estate and gift tax. These tax cuts are temporary and
proposals to make some or all of them permanent are expected.
While there are many factors used to evaluate the effects of these tax revisions, one of them is the
distributional effect. This report addresses those distributional issues, in the context of behavioral
Data suggest that taxes on capital income tend to fall more heavily on high-income individuals.
All types of capital income are concentrated in higher income classes. For example, the top 2% of
tax returns (with adjusted gross income over $200,000 in 2004) have 26% of income, 16% of
wages, 38% of interest, 57% of dividends, and 79% of capital gains. Taking into account a very
broad range of capital assets, a Treasury study found that the top 1% of the population has about
15% of total income and about 11% of labor income, but receives almost a third of capital
income. Estate and gift taxes are especially concentrated in the higher incomes: prior to recent tax
cuts, only 2% of estates paid the estate tax at all.
If there is a significant reduction in savings in response to capital income taxes, in the long run
the tax could be shifted to labor and thus become a regressive tax. Some growth models are
consistent with such a view, but generally theory suggests that increases in taxes on capital
income could either decrease or increase savings, depending on a variety of model assumptions
and particularly depending on the disposition of the revenues. There are also many reasons to be
skeptical of these models, which presume a great deal of skill and sophistication on the part of
individuals. New models of bounded rationality suggest that taxes on capital income are likely to
have no effect or decrease saving, as individuals rely on common rules of thumb such as saving a
fixed fraction of income and saving for a target.
Empirical evidence in general does not suggest significant savings responses, as savings rates and
pre-tax returns to capital have been relatively constant over long periods of time despite
significant changes in tax rate. If capital income taxes do not reduce saving, these taxes fall on
capital income and add to the progressivity of the income tax system. This report does not track
legislation and will not be updated.
Introduc tion ..................................................................................................................................... 1
Data on the Distribution of Income by Type and Class...................................................................1
Shifting and Incidence of Taxes: Effects Arising from Portfolio Shifts..........................................3
The Effect of the Savings Response................................................................................................5
Theoretical Background: Models of Saving..............................................................................5
Ramsey (Infinite Horizon) Model.......................................................................................6
Comparison of Life Cycle and Ramsey Models.................................................................8
Special Issues with the Estate and Gift Tax.............................................................................10
Table 1. Share of Income by Source by Adjusted Gross Income Class (AGI), 2004......................2
Table 2. Distribution of Income: Capital, Labor, and Total.............................................................4
Appendix A. The Ambiguity of Results in a Life Cycle Model....................................................12
Appendix B. Evaluation of the Empirical Evidence Referenced in the 2004 Economic
Report of the President (ER)......................................................................................................16
Author Contact Information..........................................................................................................19
Recent tax reductions enacted in 2001 through 2004, as well as some under consideration, reduce
the effective tax rate on capital income in several different ways. Taxes on capital arise from
individual taxes on dividends, interest, capital gains, and income from non-corporate businesses
(proprietorships and partnerships). Reductions in marginal tax rates as well as some tax benefits
for business reduce these taxes. Taxes on capital income also arise from corporate profits taxes,
which are affected not only by rate reductions but also by changes to provisions affecting
depreciation, interest deductions, other deductions, and credits. Finally, taxes can be imposed on
capital income through the estate and gift tax.
The largest of the recent reductions, measured by estimated revenue cost, is the estate and gift tax
repeal ($54 billion in FY2011, the last full year it is effective under current law). The reduction in
tax rates on dividends and capital gains costs $27 billion in FY2008; the marginal individual rate
reductions cost $63 billion in FY2010, of which perhaps a quarter, or around $15 billion, are
taxes on capital income. Bonus depreciation began at a cost of more than $30 billion, but that
figure represented timing effects; the equivalent annual cost was probably less than $20 billion.
Overall, the tax cuts on capital income cost around $110 billion per year, a significant sum. All of
these provisions are temporary, although in the case of the estate and gift tax and the individual
rate reductions, the temporary nature was necessary to address a parliamentary rule in the Senate.
Bonus depreciation was deliberately set to be temporary, and expired in 2004. The dividend and
capital gains relief was originally to expire in 2008, but was extended through 2010. Thus some,
or all, of these provisions will likely be considered for extension.
Although many issues surround these tax changes, one of them is the extent to which they benefit
higher or lower income individuals. The eventual consequences of these tax provisions depend on
the behavioral responses to tax cuts, which also drive issues of incentive effects and economic
growth. This report addresses these distributional issues, in the context of behavioral responses.
The first section of this paper provides general data on the distribution of capital income of
various types, as a background to discussing the incidence issues. The next section discusses how
behavioral responses could alter the distributional effects, examining both shifts in the types of
assets held and changes in savings rates.
Capital income may be earned directly by individuals in operating their own businesses or as
passive income from lending or investing in corporate stocks. Income from unincorporated
businesses is not separated into labor and capital income, but we can compare the distribution of
income of different types by examining passive capital income sources. There are three major
types of passive capital income: interest on debt, dividends on corporate stock, and capital gains
(which arise from the sale of stock and from the sale of other assets). Table 1 provides data on the
distribution of this income.
Table 1. Share of Income by Source by Adjusted Gross Income Class (AGI), 2004
Share Share of Share of tax-
Income Share of of Share of Share of Share of capital a exempt
class returns Agi wages interest dividends gainsinterest
($000s) (%) (%) (%) (%) (%) (%) (%)
<0 1.4 -1.3 0.4 3.2 1.5 1.8 2.5
0-15 26.8 3.9 4.1 6.9 2.5 0.6 2.5
15-30 22.2 9.6 10.6 8.9 3.7 1.1 4.8
30-50 18.5 14.1 16.1 9.2 5.4 1.5 6.6
50-75 13.6 16.3 18.3 11.1 6.9 2.8 7.5
75-100 7.7 12.9 14.4 8.0 6.7 3.3 6.9
100-200 7.4 19.0 20.2 15.0 15.9 10.1 17.6
200-500 1.8 10.0 8.5 10.9 15.0 13.8 16.6
>500 0.5 15.5 7.6 26.7 42.3 64.9 34.9
Source: Internal Revenue Service Statistics of Income.
a. This column reports gain on sales of capital assets, and does not include capital gains distributions on mutual
funds, which were relatively small by comparison in that year.
Table 1 demonstrates several aspects of the distribution of capital income. First, as in the case of
all income, the distribution is very uneven, with larger shares accruing to very small portions of
the population. For example, the under $30,000 adjusted gross income class has 50% of the
returns but only 12% of income, 15% of wages, 29% of taxable interest income, 8% of taxable
dividends and 4% of taxable capital gains. Those over $200,000 had 2% of returns, 26% of
income, 16% of wages, 38% of taxable interest, 57% of taxable dividends, and 79% of taxable
Secondly, on the whole capital income is more concentrated among higher income individuals
than is wage income and the concentration varies by type. Capital gains are more heavily
concentrated among higher income individuals than is income from dividends, and dividends are
more concentrated than interest. Higher income individuals are more likely to be risk takers and
invest in stocks and bonds so that both dividends and capital gains are more concentrated in
higher income classes than is interest income. The greater concentration of capital gains as
compared to dividends may be partly due to the preference of higher income individuals for
growth stocks, partly due to the fact that a lot of interest is effectively reported as dividends
because it is funneled through mutual funds, and partly due to the fact that sales of capital assets
also reflects sales of real property (also concentrated in high-income classes). High-income
individuals would also tend to prefer investments that would have otherwise been subject to
higher individual tax rates, and so may be more concentrated in capital gains and stocks for that
reason. (Although corporate source income is taxed more heavily than non-corporate income, this
rate is essentially a flat rate and there is no tax benefit to higher income individuals. At the
personal tax level, however, high-income individuals benefit from the lower capital gains rates
more than lower and middle income individuals, because of the higher spread between the
ordinary and capital gains tax rate.)
Note that there are also significant amounts of capital income that are not subject to tax. One such
source of income, tax exempt municipal bonds, is reported in Table 1. There are much larger
amounts of interest held in pensions and IRAs; in fact about half of interest and dividends are not
taxable for this reason. The implicit rent from owning consumer durables, most importantly
owner occupied housing, is not subject to tax.
If individuals did not change their behavior in response to a tax change, then we could measure
the effect of tax cuts or increases for these types of income by applying the change in the tax rates
to income. Cuts in capital gains tax would most favor higher income individuals, but in general,
all tax cuts on capital income are likely to benefit higher income individuals.
Table 1 does not contain any information about the estate and gift tax. However, the estate tax is
highly concentrated among top asset classes, with only 2.1% of decedents paying estate taxes in
The table also does not contain direct information about corporate source income, but since that
income is ultimately received as dividends and capital gains, the data also suggest that corporate
taxes, were there to be no behavioral response, would fall on higher income individuals.
Based on this distributional data, capital income taxes fall on higher income individuals and
contribute to the progressivity of the tax system.
This analysis, however, is incomplete for two reasons: portfolio shifts and possible effects on
savings behavior. Portfolio shifts are considered first.
Holding aggregate assets as fixed, there is no behavioral response unless returns on different
types of assets are taxed differently. In general, more assets will be allocated to those activities or
forms of investment whose returns are favored by the tax system.
In a classic economics article that focused on the response to a differential tax—in this case the
corporate income tax—the analysis showed that the likely outcome of such behavioral response is 1
that the burden of the tax falls on all owners of capital. This behavioral response arose from the
migration of capital out of the more heavily taxed sector as the post-tax return falls, and into the
more lightly taxed sector. As capital migrates, the sector with the reduced capital stock will
experience a higher pre-tax return (because capital is relatively scarce compared to the other
sectors), while the sectors with the increased capital stock will experience a lower pre-tax return.
This process occurs until after-tax returns (adjusted for risk) are once again equated. Capital
owners in the tax favored sector bear part of the burden through lower pre-tax returns and capital
owners in the taxed sector have some of the original burden reduced through higher pre-tax
returns. This shifting effect can, however, only occur for the “normal” return to capital (the return
earned by competitive firms); excess returns due, for example, to market power should be
1 See Arnold C. Harberger, “The Incidence of the Corporate Income Tax,” Journal of Political Economy, vol. 79, June
1962, pp. 215-240. This outcome has persisted through many different ways of modeling the coexistence of a corporate
and noncorporate sector. Although these different approaches have found different efficiency effects they all tend to
point to the burden falling largely on capital and either slightly harming or slightly benefitting labor income. For a brief
overview see Jane G. Gravelle, The Economic Effects of Taxing Capital Income (Cambridge: MIT Press, 1994), pp. 79-
capitalized in the value of the firm: an increase in tax produces a one time fall in value that falls
on the current owners.
Labor could benefit slightly or share some small part of the burden, but in general to examine the
burden of, say the corporate tax, one would want to attribute the tax to owners of capital in
general. Thus to determine the distribution across income classes it is necessary to determine the
distribution of capital and labor income.
A Treasury study estimates the distribution of capital, labor, and all income by population quintile
(with some finer divisions at the top), as reported in Table 2. This analysis confirms the earlier
findings that suggest capital income is especially concentrated at high levels. The top 1% have
more than 30% of capital income but only 10% of labor income.
Table 2. Distribution of Income: Capital, Labor, and Total
Population Percentage of capital Percentage of labor Percentage of total
share income income income
Bottom Quintile 0.7 1.7 2.7
2nd Quintile 4.2 6.3 7.2
3rd Quintile 9.2 12.7 12.6
4th Quintile 15.1 23.6 21.3
Top Quintile 73.2 55.6 56.7
Top 10% 61.5 37.0 40.5
Top 5% 51.8 24.9 29.4
Top 1% 31.6 10.9 14.8
Source: Julie-Anne Cronin, “U.S. Treasury Distributional Methodology,” U.S. Department of the Treasury,
Office of Tax Analysis, OTA Paper, Sept. 1999.
Thus while portfolio shifts should be taken into account in determining the burden of capital
income taxes, since overall capital is concentrated towards higher income individuals, a tax on
capital income is likely to fall on higher income individuals, even considering shifts in the
allocation of capital. Hence, capital income taxes contribute to the progressivity of the tax system,
even if they are applied at a flat rate (as is essentially the case of the corporate tax).
There is one potential reservation to this argument, even in the context of a fixed savings rate,
namely the effect of capital income taxation in an open economy. When capital is migrating
across sectors, labor is also free to migrate as well as wages and prices change. When capital
migrates abroad, however, labor does not have the same freedom. Thus it is possible that the
burden of capital income tax shifts to labor for this reason.
Indeed, in a very specific set of circumstances one can find that all of the burden of a tax imposed
in one country is shifted to labor and since the share of labor income received by higher income
individuals is less than the share of total income, then capital income taxes would be regressive
rather than progressive.
The circumstances for this outcome, however, are very narrow: the tax must be applied on a
territorial basis (that is, only applied to capital used in the country, not capital owned by the
country’s citizens), capital investments must be perfectly substitutable across different countries,
the country must be a small country, products must be perfect substitutes, and there are no returns
from market power. Moreover, there must be no response to a change in tax rates from the trading
partners. These conditions do not apply to the United States, which is a large country where
personal level taxes are applied on a residence basis and even corporate taxes are not entirely
territorial. Moreover imperfect substitutability of assets or of products can cause less and even
none of the tax to fall on labor, even in the absence of market power, and the empirical evidence 2
suggests that such is the case. Finally, with inflation, debt financed capital can actually
experience a subsidy at the firm level (because nominal interest payments are deductible) and if
debt is more substitutable than equity (which is likely) an increase in the corporate tax could
actually cause a capital inflow rather than a capital outflow.
Thus, introducing an open economy is not likely to change the conclusion that the ultimate
burden of capital income taxes falls on capital in general and therefore falls more heavily on
higher income individuals, even in the limited case of the corporate tax.
The burden of a capital income tax could be shifted, in all or in part, to labor, if individuals 3
respond to the reduction in return by reducing savings. However, such an effect is not at all
certain. On a theoretical basis, in a model of optimizing individuals, an increase in the rate of
return can lead to more savings or less savings depending on income and substitution effects (that
is, lower incomes cause one to consume less in every time period, while substitution effects cause
consumption to shift over time). The outcome depends on a number of important issues and
model assumptions. Secondly, the presumption that individuals can make the complex optimizing
decisions about saving that are depicted in these models is questionable. Indeed, there is
considerable reason to believe that individuals may employ rule-of-thumb guidelines to saving
behavior that suggest that taxes on capital either have no effect or increase savings. This view is
bolstered by empirical evidence that suggests savings rates tend to be relatively steady over time
rather than engaging in the dramatic swings that are predicted by certain optimizing models.
To interpret the empirical evidence, it must be related to a particular theory, so the first subsection
lays out alternative models and approaches and their theoretical implications: the Ramsey model,
the life-cycle model, and a discussion of bounded rationality. The following subsection reviews
briefly some of the empirical evidence.
The earliest model of economic growth, called the Solow model, simply took the savings rate to
be fixed. Like much of the macroeconomic theory developed before the 1970s, the model was
2 See Jane G. Gravelle and Kent Smetters, Who Bears the Burden of the Corporate Tax in an Open Economy, National
Bureau of Economic Research, Working Paper 8280, May 2001.
3 The February 2004 Economic Report of the President (hereafter ER), Chapter 4, takes the position that capital income
taxes fall, eventually, on labor, because capital income taxes reduce saving, reduce the capital stock, and cause wage
income to fall. (While there is a mention of open economy issues, it is clear that the argument rests primarily on
savings effects). Their argument appeals to both theory (citing the Ramsey model in particular) and to some empirical
evidence, both of which are discussed in this section. The February 2007 Economic Report of the President, Chapter 7,
simply asserts this view without reference to theory or evidence.
developed to explain empirical observations. Models of economic cycles were needed to explain
depressions and recessions, and models of growth needed to reflect the stylized facts of steady
growth of output and productivity in the U.S. postwar period. The Solow model with its fixed
savings rate was consistent with both a steady state growth in output per capita in the U.S.
economy, as well as a savings rate that seemed to show no trend.
Economists were dissatisfied with those models, which were not built up from individual
optimizing decisions as are other models in economics, and many new macroeconomic model
variations developed. As a result, students in modern macroeconomics study many types of
models. In the area of economic growth, these new models were intertemporal models which
allowed individuals to choose consumption over time—that is to make savings decisions that
responded to the prices and quantities in the economy. Many of these models continued to treat 4
technological advance as exogenous and characterized by steady state growth. Of these models,
there are essentially two forms: the infinite horizon or Ramsey model, and the overlapping
generations life cycle model or OLG model. (The infinite horizon model is actually a special case
of the OLG model.)
These intertemporal models are commonly used in academic journals. Indeed, in
macroeconomics there is increasingly a disconnect between the models used by forecasters (both
private and in the government) and those used in the academic literature. Most forecasters use the
basic model of sticky prices or wages where fiscal and monetary policy can affect output to
address business cycles, with their models gradually developing into Solow models in the longer
term. Certainly, no government or private sector forecaster uses a Ramsey or OLG model to
predict economic variables.
There has also been a reaction among academic economists to these intertemporal models, which
assume an enormous amount of sophistication and planning on the part of consumers, and models
of “bounded rationality” have also developed, where individuals are often assumed to follow
rules of thumb. These rules of thumb often lead back to the Solow model or even to a model
where savings falls when the rate of return rises.
Because of its infinite horizon, the long run supply of savings is perfectly elastic in this model,
which leads to a lot of response to a change in tax rate on capital income. The after tax rate of
return must always return to its original value and the Ramsey model (when used to model the
actual equilibrium in the economy rather than the social planner problem for which it was 5
originally devised) effectively depicts the economy as composed of a series of identical infinitely
4 There are also growth models where growth rates are dependent on the size of the economy or certain institutional
features and some allow technological advance to be determined by choices within the economy (such as investment in
research and development, investment in human capital, and investment in public infrastructure).
5 Ramsey’s 1928 article clearly begins by addressing the issue of the optimal amount of saving for a social planner of
an economy or an economy truly composed of a single infinitely lived individual rather than describing an actual
equilibrium; in fact the article contains considerable discussion of some of the problems in the model including finite
lives and heterogeneous preferences. See F. P. Ramsey, “A Mathematical Theory of Savings,” The Economic Journal,
vol. 38 (December 1928), pp. 542-559. The model is also referred to as the Ramsey-Cass-Koopmans model, because of
later developments in modeling, but both of these authors also referred (Cass quite explicitly) to the model as a social
planner’s problem rather than a description of behavior. See David Cass, “Optimum Growth in an Aggregative Model
of Capital Accumulation,” The Review of Economic Studies, vol. 32, July 1965, pp. 233-240 and Tjalling C.
Koopmans, On the Concept of Economic Growth, Cowles Foundation Paper 238, 1965.
lived individuals who optimize over time. With a sufficiently high intertemporal substitution
elasticity or IES (which measures the percentage change in the ratio of consumption in two time 6
periods divided by the percentage change in their relative prices) these effects can occur very
quickly, although with more modest ones that are consistent with empirical evidence, they take 7
place more slowly.
The Ramsey model is not the only way to model the effects of the capital income tax through a
formal model of individual rational choice, although it is typically taught in most
macroeconomics classes and is popular because of its mathematical simplicity. A more general
form of inter-temporal model is the life-cycle model, where rather than depicting individuals as
having a single infinite life, individuals have a finite life and new generations are born while
others die. The life-cycle model has the same outcome as the Ramsey model if bequests are
motivated by interdependent utility functions, but if they occur by accident, are part of a trading
situation between children and parents, or because of direct utility from the gift itself (“joy of 8
giving” motivation), the outcome will be quite different.
In the life cycle model, savings may rise or fall, due to standard income and substitution effects.
The life cycle model may indicate capital income taxes reduce savings or increase savings. The
magnitude and direction of outcomes depend on many factors: how substitutable consumption is
over time, whether individuals take into account the effects of behavioral response on future
returns, why bequests occur and how they change or don’t change with a change in the interest
rate, the amount of savings that is for precautionary purposes rather than for retirement, the
expected period of retirement relative to the working period, and the pattern of wage growth over
the career, and the use of the revenues. If a tax on capital is imposed to finance spending (and that
spending does not directly affect consumption behavior) then it is likely to be projected to reduce
saving, but in models with a fixed bequest target that is significant, a low substitution elasticity, a
lot of precautionary saving, and a long retirement period, it is perfectly possible for savings to
fall. And a capital income tax cut, even were it to increase savings, would not do so to the degree 9
arising in the Ramsey model, so that the burden would still fall partially on capital. If the tax
increase is used to reduce other taxes, the effects depend on the type; however, in the current U.S.
6 The relative price of consumption t years into the future is 1/(1+r)t, where r is the rate of return after tax.
7 The ER also provides some simulations of the time path of adjustment, indicating that after five years, a quarter of the
burden will fall on workers, while over ten years 40% will fall on workers. This speed of adjustment depends, among
other things, on the inter-temporal elasticity of substitution (IES), which is set at one: the smaller the IES the more
slowly adjustment takes place. Most empirical estimates of the IES are well below one. If a more typical value of 0.25
is chosen rather than one, the adjustment would be about half as large in the first five years (i.e. about 12 or 13% falling
on wages) and about two-thirds as much after 10 years (i.e. about a quarter rather than 40%). See CRS Report
RL31949, Issues in Dynamic Revenue Estimating, by Jane G. Gravelle, which has a review of the literature suggesting
elasticities below 0.5; see also the review and discussion in B. Douglas Bernheim, “Taxation and Saving,” originally
NBER working paper 7061, March 1999, also published in Handbook of Public Economics, vol. 3 (New York:
Elseiver, 2002). Also, see Eric Engen, Jane Gravelle, and Kent Smetters, “Dynamic Tax Models: Why They Do the
Things They Do,” National Tax Journal, vol. 50, September 1997, pp. 657-683, table 5, which traces the sensitivity of
adjustment with respect to the intertemporal substitution elasticity.
8 The discussion in the Economic Report of the President acknowledges the life cycle model when it says: “If, instead,
consumers plan for their own lifetimes, savings is less responsive to changes in its after-tax rate of return and less of the
capital income tax burden is shifted to workers.”
9 See also B. Douglas Bernheim, Taxation and Saving, op. cit. for a theoretical discussion of the factors driving
elasticities in the life cycle model.
federal system where the other major tax base is wages, such a tax substitution would easily
increase the capital stock, even if the model did not have bequests. An increase used to reduce 10
consumption taxes would, however tend to product a reduction in savings. Raising capital
income taxes and using them to reduce the deficit would almost certainly expand the capital stock
(although the deficit could not grow without limit and the model cannot be solved for the steady
state unless the deficit were eventually offset).
If an increase in capital income taxes leads to decreased consumption then, rather than workers
bearing part of the burden, they actually benefit, and capital income bears more than 100% of the
One of the important implications of the life cycle model is that the outcome is not only sensitive
to the model results, but it is also sensitive to the disposition of revenues, resulting in dramatically
different outcomes depending on how revenues are used. (Appendix A contains a detailed
discussion of why this is the case).
The life cycle model is superior to the infinite horizon model in some important respects for tax
analysis (and public finance economists using intertemporal models tend to gravitate to life cycle 11
models). For example, the Ramsey model does not permit heterogeneity in preferences, unless
some individuals are driven to a subsistence level, or, if borrowing against future labor income is
not permitted, spend only labor income. The Ramsey model also does not work when there are
differential tax rates, unless one group (a country, a state, or an income class) accumulates all of
the capital. Thus, it is incompatible with differential taxes across countries, differences in state
level taxes, and graduated tax rates. These problems do not exist with the life cycle model. The
requirement that individuals exhibit no heterogeneity is a powerful restriction on the model. The
theory also implies that with mixed bequest motives, families with bequest motives governed by
interdependent utility functions will ultimately own all of the capital stock, although the steady
state in the model will take much longer to reach (very long if the fraction of individuals with this
type of bequest motive is small). But to reach the Ramsey solution also requires that these
families have a continual unbroken dynastic link across descendants that preserves preferences
and always reproduce (either asexually or by intermarrying only with other dynastic families),
another strong assumption.
10 See the different outcomes in Alan Auerbach and Laurence J. Kotlikoff, Dynamic Fiscal Policy (Cambridge:
Cambridge University Press, 1987); in Jane G. Gravelle, “Income, Consumption, and Wage Taxation in a Life Cycle
Model: Separating Efficiency from Redistribution,” American Economic Review, vol. 4, September 1991, pp. 985-995;
and in Eric Engen, Jane Gravelle, and Kent Smetters, “Dynamic Tax Models: Why They Do the Things They Do,”
National Tax Journal, vol. 50, September 1997, pp. 657-683.
11 The Joint Committee on Taxation chose a life cycle model for its inter-temporal model for its dynamic scoring study.
(The JCT also used a reduced-form macroeconomics model). In addition, at the initial JCT symposium held in 1996,
three of the four inter-temporal models were life cycle rather than infinite horizon models. See Joint Committee on
Taxation, Tax Modeling Project and 1997 Tax Symposium Papers, November 20, 1997. The JCT also considered five
reduced-form macroeconomic models. Ramsey models seem more popular among macroeconomists who are not
largely dealing with tax simulations.
Both models, however, present some significant other problems from a theoretical standpoint.
Perhaps the most important of these is the assumption that consumers are able to engage in a
process of choosing savings and consumption (and labor supply in some models) based on
optimizing consumption (and leisure) over a period of 55 years or so, or even an infinite period,
responding all the while to changes in current and projected wage rates, taxes, and rates of return.
Since solving current models requires facility with calculus, at least the knowledge of economic
modeling possessed by graduate students, and in some cases the ability to program a large scale
numerical model on a computer, as well as an extensive knowledge of economic conditions, such
an assumption seems difficult to defend.
Bernheim12 discusses a different type of model of behavior based on “bounded rationality” which
acknowledges that individuals have trouble dealing with complex problems, even those much less
complex than those presented by life cycle or Ramsey models. If so, those models cannot be used
to assess behavior.
The response to this criticism is that individuals need only behave as if they are optimizing (much
in the way that experienced poker players may behave as if they are basing their bets on the
knowledge of odds even if they can’t state those odds). Bernheim describes three conditions that
might permit such behavior: if individuals have a chance to repeat the behavior frequently and
observe the outcome, if they can observe others’ choices and outcomes easily, or if they can
obtain and evaluate expert advice. The first two options do not exist for life cycle savings, which
occurs only one time and without a chance to examine outcomes and behaviors of one’s own
Financial advice is not always easy to evaluate—but more importantly, it is generally not
consistent with the prescriptions of intertemporal models. Financial planners do not provide
advice along the lines of the life-cycle or Ramsey models. They may recommend a rule of thumb,
such as saving a percentage of income (consistent with no interest elasticity) or accumulating an
appropriate annuity (which is a form of target savings which results in a rise in savings when
taxes go up). A fixed saving rate is consistent with another common textbook growth model, the
Solow model. It is easy to find evidence of this type of advice. For example, the National
Retirement Planning Coalition posts calculators on the Internet to determine how much money
you need to save to accumulate a certain recommended amount. This is a target savings approach:
if the rate of return goes up you will need to save less to accumulate the target amount. Or
consider these statements reported in a newspaper: “Many economists say average workers 13
should be investing 10 to 15 percent of their pay. Other economists say no less than 25 percent”; 14
and “They are nowhere near the $1 million in savings one is supposed to have for retirement.”
This advice proposes a fixed saving rate in the first case and a target savings approach in the
12 B. Douglas Bernheim, “Taxation and Saving,” op. cit.
13 Betty Nooker, “Chill Descends as Boomers Rethink Retirement Plans,” Richmond Times Dispatch, February 16,
14 “Boomer Vision Surprisingly Cloudy on Retirement Plans,” Wenatchee Business Journal Inc., March 1, 2004.
Most of the intertemporal models studied have focused on taxes on the return to capital such as
individual income taxes and state and local taxes. Estate and gift taxes have unique issues: the
motive can strongly determine the effect; the tax affects not only the donor but the recipient; and
the estate tax is very concentrated among high-income donors.
Suppose that individuals leave bequests because they have saved money as a means of insuring
against living too long or having bad health. In that case, the estate tax is irrelevant to their
behavior because they will never have to face the tax. However, the estate tax may affect the
savings behavior of their heirs—by reducing the value of the net bequest there is an income effect 15
which induces more savings (or possibly more labor supply). If donors receive some pleasure
from giving a bequest (so that we think of a bequest as a form of individual consumption) the
donor faces competing income and substitution effects that have a uncertain outcome but the
recipient has an income effect so that the tax encourages private saving. There are also exchange 16
and altruistic models which have uncertain results.
Most empirical evidence seems to point to little savings response. The savings rate has been
relatively constant during most of the post war period and attempts to formally estimate the 17
savings response, while problematic, have found small effects of varying sign. Statistical
estimates of the substitution of consumption and leisure over time have suggested small effects as 18
well. These latter estimates do not directly determine the savings effects, since the effects
depend on the interaction of these estimates with other model features. However, low
intertemporal substitution elasticities make it hard for realistic life cycle models to produce large
or even negative savings effects from capital income taxes. There is little direct evidence of the 19
effect of estate taxes on wealth accumulation, although the savings evidence in general should
be informative about the estate tax as well as other capital income taxes.
As noted earlier, the Economic Report of the President (ER) has argued for the shifting of the tax
to labor based largely on economic theory (and specifically referencing the Ramsey model).
There is one paragraph, however, which addresses empirical evidence: “Empirical work provides
some evidence that capital income taxes are shifted to some extent: studies find that the before tax
return to capital is higher when the tax rate on capital income is higher. However, the picture is
not entirely clear, because other factors may cause tax rates and before tax rates of return to move
15 The notion that leaving descendants large bequests will cause them to be less productive citizens is referred to as the
Carnegie conjecture, and it was the reason that Andrew Carnegie left most of his wealth to charity.
16 See William G. Gale and Maria G. Perozek, “Do Estate Taxes Reduce Saving?” in William G. Gale, James R. Hines,
Jr., and Joel Slemrod, eds., Rethinking Estate and Gift Taxation (Washington, DC: Brookings Institution, 2001) for a
more detailed discussion.
17 See Engen, Gravelle, and Smetters, “Dynamic Tax Models: Why They Do the Things They Do.” op. cit.
18 For a summary of these estimates, see CRS Report RL31949, Issues in Dynamic Revenue Estimating, by Jane G.
19 One study found some evidence that estates are smaller as tax rates rise, but it is difficult to determine how much of
that is from savings effects and how much is due to estate planning and avoidance. See Wojciech Kopczuk and Joel
Slemrod, “The Impact of the Estate Tax on Wealth Accumulation,” in Gale, Hines and Slemrod, Rethinking Estate and
together.” These statements were based on several papers by Casey Mulligan. The primary
reference is Casey B. Mulligan, Capital Tax Incidence: First Impressions from the Time Series,
NBER Working Paper 9374, December 2002. Secondary references were Casey B. Mulligan,
What Do Aggregate Consumption Euler Equations Say About the Capital Income Tax Burden?,
NBER Working Paper 10262, February 2004 and Casey B. Mulligan, Capital Tax Incidence:
Fisherian Impressions from the Time Series, NBER Working Paper 9916, August 2003.
Since these papers are somewhat complicated, a careful examination of them is contained in
Appendix B. That analysis suggests that, contrary to supporting the view that capital income
taxes are shifted to labor income, the papers’ evidence suggests the opposite. This assessment is
based on the observation of a relatively constant estimated pre-tax return, despite significant
variations in the tax rate over the twentieth century.
The most recent Economic Report of the President, February 2007, simply asserts, without
reference to theory or empirical evidence, the view that the corporate income tax burden falls on
labor through savings effects.
This analysis suggests that the major support for the shifting of capital income tax burdens to
labor income (and therefore shifting from higher to lower income individuals) rests in theoretical
models that, while popular with many economists for their mathematical elegance, have not been
empirically tested and are not consistent with most empirical evidence on saving. If a formal
intertemporal model that is more realistic is used, the analysis of incidence cannot be made until
the accompanying policies involving disposition of the revenues are made. For those who doubt
that most individuals possess the sophistication and ability to plan (whether over a finite lifetime
or an infinite family dynasty), the rule of thumb approaches that involve targeting or fixed
savings rates seem consistent with bounded rationality models and suggest that capital income
taxes are more likely to have little effect or increase savings. The view that there is little effect on
savings seems supported by some empirical evidence.
To understand the basic issues, including the uncertainty, surrounding the effect of cutting taxes
on capital income using an inter-temporal model, consider a simple model where individuals live
for two periods. Although more realistic multiperiod models are normally used to study tax
issues, this model can provide important insights into what drives the results.
In a two period model the individual lifetime budget constraint is:
(1) C1 + C2 / (1 + r(1 − t)) = WL1 + WL2 / (1 + r(1 − r(1 − t))
where C1 and C2 are consumption in periods one and periods two, r is the rate of return, t is the
tax rate, W is the wage rate, and L1 and L2 are labor hours in each period. A typical utility
function will result in a relationship between C2 and C1 as the following:
(2) C2 / C1 = (B(1 + r(1 − t)))s
where B is the relative valuation placed on the second period consumption (B normally less than
1), indicating that future consumption is discounted in value relative to present consumption, r is
the rate of return, and s is the substitution elasticity between consumption in the two periods with
respect to the relative price (the price of consumption in period one is one and the price in period
two is 1/(1+r(1-t)). Also assume that L2 and L1 are fixed, with L2/L1 equal to some constant, a. If a
is one, you work the same amount in both periods, and if a equals zero you are fully retired in the
second period. By substituting (2) into (1) and using a you obtain the relationship between
consumption and income:
(3) C1 (1 + Bs (1 + r(1 − t))(s−1)) = WL1 (1 + a / (1 + r(1 − t)))
The first thing to notice about this relationship is that if a equals zero so there are no earnings in
the second period, and s equals one, consumption and therefore savings is not affected by the rate
of return. The effect of r on the left hand is the normal income and substitution effect of a price
change (in this case, the price is 1/(1+r(1-t))): if the rate of return goes up you may wish to
consume more in the second period, but the higher return means that it is also possible to
consume more in both the first and second period. The substitution effect, s, causes savings to rise
and the income effect causes savings to fall. On the right hand side there is a direct income effect
on W, which is called the human wealth effect. An increase in r causes the present value of
earnings to fall and that effect in isolation causes consumption to fall and savings to rise when the
rate of return falls. It is the relative size of these different effects that determines whether savings
rises or falls with a rise in the interest rate.
If you derive the savings rate, which is (WL1-C 1)/WL 1 and differentiate with respect to t and
evaluate at t = 0 to get the change in the savings rate, that change is positive for a tax cut as long
(1 a/(1 r))++
One can think of a as a parameter measuring the time horizon of earnings relative to
consumption. If a equals zero, s must be greater than 1. With income in the second period, s less
than one can still cause a decline in savings depending on the value of a and the other parameters.
Since most empirical evidence suggests that intertemporal elasticities a quite small, there is
empirical ambiguity for models where significant retirement is assumed in the second period.
The same forces that act in this two period model also act in a multi-period model that more
realistically reflects actual life cycles (although the effects are much more complicated). In these
models as well, the effect on savings depends on the magnitude of the intertemporal substitution
elasticity and the time horizon of earnings as compared to the time horizon of consumption. This
latter effect means that the period of retirement relative to the period of consumption will affect
the results, that the path of wages over a lifetime will matter, and also that bequests can alter the
effects because they can alter the horizons of income and consumption.
We will return to these issues after discussing a third extremely important consideration, which is
how the revenues from a capital income tax increase are used (or how the loss is made up for a
Consider the following scenarios:
(1) Tax cuts on capital income reduce government spending (presumed to be spent on
consumption goods) which does not affect the individual’s private choices.
(3) Tax cuts on capital income reduce transfers, which may occur in the first period as well as the
(4) Tax cuts on capital income are offset by tax increases on wage income.
(5) Tax cuts on capital income are made up by imposing a consumption tax.
(6) Tax cuts on capital income add to the deficit.
In each of these different scenarios a different outcome appears. Offsetting tax changes with
government expenditures invokes the income and substitution effects shown above and thus a tax
cut can either raise or lower savings rates.
The effect of transfers depends on whose transfers are changed. They can be changed for the old,
the young, or both. To consider the two extremes, suppose a tax cut reduces transfers by the same
amount for the old. In the simple two period model, the individual loses in transfers exactly what
he gained in the tax cut, so that the income effects are removed. A tax cut would unambiguously
increase savings for any positive intertemporal substitution elasticity.
Suppose instead that the transfer occurred in the first period. In this case, it is even less likely that
a tax cut would increase savings than in the government spending case. The normal income and
substitution effects that arise from increases in the rate of return would remain. But income of the
young would fall because of the negative transfer and that decline in income would reduce both
consumption and savings (in proportions that reflect preferences and income). Essentially this
assumption produces a negative effect on the right hand side of the budget constraint much the
same as a human wealth effect.
In practice, lump sum transfers of this nature are unlikely to occur. But the general nature of the
transfers is associated with certain types of tax substitutions. For example, if a cut in capital
income taxes is financed by a higher tax on wages, that additional tax burden is concentrated
more on the young. A consumption tax places more of the burden on the old.
If the tax cut is financed by a deficit, then it is much more likely that the capital stock will fall
because the effect of private savings is ambiguous but public savings will fall as a result of
government borrowing. Note that a tax cut financed with a deficit can only be considered as a
shorter or intermediate term effect in a model with myopic behavior (individuals believe that
current wages and pre-tax returns will be fixed). For a long run steady state some resolution of
that deficit must be determined.
There are many aspects of a life cycle model that will affect the direction and magnitude of the
effect on savings. The following is a partial list of model features and assumptions that will
contribute to the likelihood that the model would predict a savings decrease with a cut in capital
(1) Lower intertemporal substitution elasticities.
(2) Tax cut offset by higher wage taxes, or by a deficit eventually resolved by restoring higher tax
(3) Including bequests, which tend to lengthen the time horizon between consumption and
earnings ( as long as bequests do not arise from interdependent utility functions which leads to the
Ramsey model discussed in the text). The effect of bequests is particularly likely to push the
results towards less savings when they tend to be fixed targets, as might be the case when money
is accumulated because of uninsurable uncertainties such as longevity and health in old age.
(4) Incorporating risk which cannot be eliminated by market mechanisms. This could be risk in
wage earnings, risk in expectancy, health, rate of return or any number of uncertainties. Risk not
only leads to the accumulation of precautionary savings that is not very sensitive to the rate of
return (and indeed may be more affected by income effects from the interest rate) but also leads to
accumulation of bequests as a form of self-insurance which also tend to be insensitive, as noted
(5) Longer retirement period relative to working period, which expands the time horizon of
consumption relative to earnings.
(6) Slower productivity growth (which slows the growth of expected wages); and in general a
wage profile with declining wages in later years.
(7) Assumption of a minimum subsistence amount of consumption in each period, which limits
substitutability in consumption (referred to as the Stone-Geary utility function).
There are many other uncertainties associated with life cycle models, some of these quite
technical in nature. It is difficult, for example, to calibrate a life cycle model to match all of the
features of the economy without bequests unless intertemporal elasticities are set relatively high 20
(even if empirical evidence suggests they are low), growth rates are set artificially low, the time
20 For a survey of evidence on the intertemporal substitution elasticity, see CRS Report RL31949, Issues in Dynamic
preference rate is negative, or the capital-output ratio is not realistic. All of those compromises
affect outcomes in important ways, and it might be argued that any life cycle model that does not
include bequests is deeply flawed as a model of savings behavior even if other concerns were not
present. In a model that did include bequests, it was quite common to find that a shift to wage tax 21
decreased the capital stock.
Revenue Estimating, by Jane G. Gravelle.
21 See Jane G. Gravelle, “Income, Consumption, and Wage Taxation in a Life-Cycle Model: Separating Efficiency
from Redistribution,” American Economic Review, vol. 81, September 1991, pp. 985-995.
Turning to the primary reference22 (the other papers are in the same vein), the empirical evidence
that is referred to in the ER report and that is the main subject of Mulligan’s paper, addresses a
different shifting issue altogether, namely whether firms try to mark up prices in the short run to
immediately shift the burden to consumer prices. This type of short-run shifting is generally
questioned by economists, because it requires firms to make irrational short run decisions. If
firms are maximizing their profits before tax, then any change in prices leads to a smaller profit
and adds a loss in pre-tax profit to the tax burden itself. Also if firms are in a competitive
environment, it is difficult to be successful in raising prices because sales would decline
Despite these reservations, a study in the 1960s argued that there was evidence for short run 23
shifting of the corporate tax, although most economists studying the issue concluded that the
effects were due to not controlling for other factors, particularly cyclical factors.
The Mulligan paper actually carried out two different empirical estimates. The following is a
summary and commentary on these findings.
The paper begins with calculations of the pre-tax return to capital and the overall average tax rate
on capital taken from the National Income and Product Accounts. Noting that the after tax return
is r(1-t), where r is the pretax return and t is the tax rate, he regresses the log of r against the log
of (1-t). A coefficient of minus one would indicate that the entire tax is shifted (i.e. the after tax
return remains constant), and a coefficient of zero would indicate no shifting. He presents a
scatter diagram of the average of these values for five year intervals, and his regression initially
yields a coefficient of -0.27 (which would suggest about 27% is shifted). However, a visual
examination of the scatter diagram contained in Mulligan’s paper makes it clear that the
regression coefficient is caused by two outlying periods reflecting World War II (1941-1945) and
the Great Depression (1931-1935), and Mulligan suggests those periods be excluded. Once those
periods are excluded, the regression line would appear to have an approximate zero coefficient—
that is, although the tax rate changes substantially, there is little variation in the pre-tax returns. In
particular, the rate of return early in the century is no different than later returns, even though tax
rates were zero at that point.
Rather than running the regression on this set of data, which would almost certainly produce an
insignificant coefficient around zero, the author decides to exclude all pre-World War II data. His
reason for doing so is that the data are not as reliable. However, this exclusion also eliminates
much of the variability of the tax rate data. The new regression line has a coefficient of -0.51
22 Casey B. Mulligan, Capital Tax Incidence: First Impressions from the Time Series, NBER, Working Paper 9374,
23 Marian Krzyzaniak and Richard A. Musgrave, The Shifting of the Corporate Income Tax (Baltimore, MD, 1963).
suggesting half of the tax is shifted. However, it is apparent, again, from looking at the scatter
diagram, that cyclical effects are still at work—for example, the 1981-85 period which covers a
serious recession is characterized by low pre-tax returns and low tax rates, just as the case of the
Great Depression. When Mulligan controls for forecasted unemployment, the relationship
disappears with the coefficient not statistically different from zero (and actually positive).
These data, therefore, tend to indicate that there is no short run shifting—i.e., that pretax returns
are not high when tax rates are high. The simple data also would not appear to present much of a
case for long run shifting either, since the pre-tax return did not change over long periods of time.
That is, tax rates went from zero and very low rates to fairly high rates, over a period covering
many years, but there seemed to be little change in pre-tax returns. Mulligan does not use this
data to address the long run issue (and there are many other factors that could have an effect). So
how is it that Mulligan concludes that there is evidence of long run shifting? (His abstract states:
The empirical findings are consistent with significant capital tax shifting in the long run, little
shifting in the short run, and clearly rule out over-shifting.)
This conclusion apparently arises from the second part of the paper (and actually from references
to other work) which turns to a different estimating strategy. Instead of using pre-tax returns and
tax rates, the analysis looks at consumption growth, using the consumption Euler equation from
the first order conditions of an intertemporal model (using expectations). This first order
(1) ln E(Ct/(Ct-1) = E (s (r(1-t) -p))
which says that the expected growth rate in consumption (C) is determined by the expected after
tax rate of return, and s is the Intertemporal Elasticity of Substitution (IES).
It is not possible using this approach to differentiate between the effect of the IES on growth and
the short run shifting of the tax. That is, the growth rate of consumption might be unaffected by
the tax rate because the IES is close to zero or because a change in r offsets a change in t (short
run shifting). Mulligan uses estimates from another paper to set the IES to 1 by regressing
consumption growth against after-tax income—an estimate that itself comes from a paper using 24
similar data and that might be questioned. In this case (because he regresses consumption
growth against the log of (1-t),) a coefficient of zero implies there is short run shifting and a
coefficient of 0.08 (equal to the after tax return) suggests that there is no shifting.
24 This paper essentially uses the same data to estimate the IES, but actually regresses it against the after-tax return. See
Casey B. Mulligan, Capital Interest, and Aggregate Inter-temporal Substitution, National Bureau of Economic
Research, Working Paper 9373, December 2002. The main innovation of this paper is that the author uses constructed
tax rates for the entire capital stock, rather than financial returns, since he argues that a more complete portfolio
provides a better measure of after-tax returns. (Of course such a portfolio could also be measured as a mix of after tax
financial assets with the exception of owner-occupied housing and noncorporate equity, thereby avoiding at least some
potential measurement error). The scatter diagram presented in that paper (covering 1930-1997) also shows the
depression and war years to be outliers (and thus results in a much higher IES when those years are included). The
elasticities around one come from a 1947-1997 simulation. The scatter diagram also seems to suggest that cyclical
effects are at work here as well, but no adjustment for made for them. As noted earlier, most of the body of empirical
work, including those using micro-economic panel data, suggests a low IES.
The results are mixed and since he is using the same data set for estimating both the IES and short
run shifting, it is not clear what the findings are. And although claims are made about long run
shifting, it seems difficult to reconcile these results with the data from the first part of his study,
which seems to show that pre-tax returns don’t change very much over long periods of time.
Mulligan concludes that “the empirical findings are consistent with significant capital tax shifting
in the long run, little shifting in the short run, and clearly rule out over-shifting.” It appears that
his conclusions about the long term arise from the fact that tax rates have varied but consumption
growth has not. If one assumes a significant IES and no other disturbances (arising, for example,
from demographic or technological changes) then one could interpret the stability of consumption
growth over periods far apart as evidence that the tax was shifted over the long run. However, the
data in his scatter diagram that directly relate pretax return to net of tax share, seem to contradict
that view, indicating that, when leaving out the depression and war years and controlling for
unemployment, there is no effect of taxes on the pre-tax return, a view consistent with no effect
Direct evidence of long run effects of tax changes on savings is difficult to find given the
limitations of data. A number of studies have tried to relate the savings rate to the after tax rate of
return; those studies have mostly found small effects that vary in sign—that is small increases or 25
small decreases, but none very significant. These results are not consistent with significant long
term shifting, but there are problems with these approaches. In particular, they came under
criticism because of arguments that policy changes and expectations might not be constant over
time (the Lucas critique). Some of these same criticisms could be applied to comparing pre-tax
rates of return over time.
The other approach, a consumption Euler approach, as discussed in the Mulligan paper is also 26
vulnerable to many criticisms. Certainly one of them is the possibility that tax rate changes are
unanticipated shocks and an uncertainty about the purpose of the tax change. Suppose we
presume that the infinite horizon model holds and that there is no short run shifting. An
unanticipated fall in the marginal tax rate on capital income that is expected to be permanent (let
us in this example hold total taxes constant) causes current consumption to fall in a way that is
divorced from the Euler equation, and is set to move the economy to a new growth path.
Consumption would fall all at once. Then consumption growth would be higher because the rate
of return is higher. But this higher growth would gradually slow as the rate of return adjusted until
a new steady state was reached. Thus the theoretical model that lies behind the estimates using
the Euler equations, suggests that if the IES is actually large (i.e. one) then consumption growth
must be a function of profits as well as tax. If the rate of return is to be fixed or virtually fixed, the
implication is that the IES is virtually zero—which means that either the Ramsey model adjusts
so slowly that it takes centuries to reach a new equilibrium, or that the Ramsey model is not the
right model. Moreover, the presumption of an IES of one in this section is not consistent with the
findings in the section comparing pre-tax returns with tax rates. That data seemed to show a
relatively constant pre-tax return, an outcome consistent with a very low IES or a model where
taxes do not affect savings rates, such as the model of bounded rationality where individuals save
a target fraction of income or target an annuity.
25 See Engen, Gravelle, and Smetters, “Dynamic Tax Models: Why They Do the Things They Do,” op.cit.
26 See B. Douglas Bernheim, “Taxation and Saving,” op. cit. for a discussion of the problems of estimating elasticities,
particularly with aggregated consumption.
There are a number of other issues that might be raised about the Mulligan paper, including the
fact that aggregate consumption growth is affected by technology and population growth, as well
as many other institutional factors. Moreover, the author does not actually measure the marginal
tax rates that should drive the savings response (he uses average rates). Taxes also include the
property tax rate, which is problematic on a number of grounds (including the possibility that
these tax rates are capitalized or that individuals choose to live in places where property tax rates
are set so as to provide a desirable bundle of local government services).
Overall, however, the most straightforward conclusion from this empirical paper is that the pre-
tax return has been remarkably stable over a long period of time and in the post-war period when
controlled for cycles. This evidence seems to suggest not only that taxes are not shifted in the
short run, but also that they do not induce the savings behavior that results in a shift in the long
run. If so, the tax burden would fall on owners of capital, not on labor.
Jane G. Gravelle
Senior Specialist in Economic Policy