What makes a good economy? Evidence from public opinion surveys.
Grant, Darren
What makes a good economy? Evidence from public opinion surveys.
Analysis of 35 years of previously unstudied survey data shows how
the American public evaluates the health of the macroeconomy. Survey
responses are multidimensional, distinct from indexes of "consumer
sentiment," and based mostly on genuine perceptions of economic
conditions, not media reports of economic statistics. As such, they
contain unique information about current and future values of these
statistics, particularly consumption growth, a longstanding focus of the
literature. Both "intangibles " and macroeconomic fundamentals
explain substantial variation in the survey data; the public equates 2
to 5 percentage points of inflation with 1 percentage point of
unemployment. (JEL E32, E27, EO1)
I. INTRODUCTION
Traditional business cycle measurement and theory tends to downplay
the role of public perceptions. The health of the macroeconomy is
evaluated, with a lag, through formal measurement of fundamentals like
gross domestic product (GDP) growth, rather than by the opinion of the
public. The objective functions employed by models of macro policy,
derived from theory or prescribed ad-hoc, are similarly unshaped by
public opinion on the attractiveness of various states of the economy.
For a profession that is enamored of consumer sovereignty and
cognizant of the value of idiosyncratic, decentralized information, this
is a little surprising. It probably reflects, in part, a lack of
available data. In the United States, prior research on the
macroeconomic perceptions of
the public has almost exclusively employed the widely available
Michigan Index of Consumer Sentiment or its counterpart from the
Conference Board, the Consumer Confidence Index, to predict future
consumption. But these measures are not intended to be, and have not
been interpreted as, general assessments of the national macroeconomy.
They combine responses to a variety of questions, about personal
finances and the macroeconomy, about employment, consumption, and
profitability, about current conditions and the change in those
conditions. These questions are sufficiently disparate that it is
unclear what, exactly, either index measures or how it should be
interpreted (see Merkle, Langer, and Sussman 2004). This ambiguity has
probably contributed to a decades-long debate over the usefulness of
such indices, which has been compounded by divergent findings on their
ability to forecast future consumption (see Golinelli and Parigi 2004;
Manski 2004).
To surmount these data limitations, 35 years of responses were
assembled from three reputable, national U.S. polls that ask about the
current state of the national economy and/or whether economic conditions
are getting better or worse. All are conceptually and (we show)
statistically distinct from indexes of consumer sentiment, and none has
been previously studied.
As shown in this article, these poll data enrich our understanding
of the business cycle in three ways. They contain information about
fundamental macroeconomic variables, which are reported with a lag and
(often) subsequently revised. They establish the role of various
macroeconomic fundamentals (and of intangibles) in determining the
public's satisfaction with the economy, which informs policy and
suggests simple summary measures of economic conditions. And they reveal
the multifaceted nature of consumers' macroeconomic perceptions,
which span four dimensions across a total of nine survey questions.
Section II introduces these surveys and shows how they relate to each
other and to the Michigan and Conference Board indices. In Section III,
we examine how macroeconomic conditions influence the assessments
reported therein; their predictive power is examined in Section IV.
Section V concludes.
II. POLLING ON THE STATE OF THE ECONOMY
For decades, American news organizations have asked respondents to
assess the national macroeconomy; Table 1 lists the questions, time
spans, sample periods, and response options for each. (We are not aware
of any analogous surveys conducted abroad.) These surveys have developed
in three phases.
In the late 1970s and early 1980s, CBS News, (generally) in
conjunction with the New York Times (NYT), and ABC News, in conjunction
with the Washington Post, occasionally asked a national sample of the
U.S. public about the change in macroeconomic conditions: "Do you
think the economy (CBS)/nation's economy (ABC) is getting better,
getting worse, or staying about the same?" Each of these surveys
was, in isolation, too episodic to be of use to researchers.
This changed in the mid-1980s, when both organizations introduced a
question about the level, rather than the change, in macroeconomic
conditions, and began reporting the responses several times per year. In
December 1985, ABC News began asking: "Would you describe the state
of the nation's economy these days as excellent, good, not so good,
or poor?" CBS News soon followed with a similar, though differently
phrased, question: "How would you rate the condition of the
national economy these days--Very Good, Fairly Good, Fairly Bad, or Very
Bad?" Unlike ABC News, it continued to ask the
"better/worse" question as well. Later a third poll, sponsored
by USA Today and conducted by Gallup, also asked both types of
questions, using somewhat different wording. The USA Today poll was
discontinued in October 2008 and the ABC News poll in February 2010.
In the third, modern phase, the quantity, quality, and availability
of data have expanded further. In January 2008, Gallup began daily
tracking of both "good economy" and "better/worse"
questions, interviewing 500 people each day. This continues to be
supplemented by the CBS News polls, now conducted almost every month,
and by Bloomberg, which picked up the ABC News survey after a
year's hiatus. Data from the first two phases are used in this
analysis. Initially, the five survey questions in the second phase were
analyzed: the "good economy" questions from ABC News, CBS
News, and USA Today, along with the "better/worse" questions
from CBS News and USA Today. Finding a strong commonality underlying the
responses to each question type, we then integrate the responses, using
a method described below, and incorporate phase one data to create two
latent variables, one for the "good economy" question and one
for the "better/worse" question. Further analysis is then
conducted using these latent variables. While each survey begins at a
different time, listed in Table 1, our data terminate in February 2010
(or, for the USA Today surveys, October 2008). Time is demarcated in
months. Each survey contains at least 1,000 respondents in each month it
is conducted, and each is conducted in more than half of the months in
its sample period (see Table 1).
The first two responses to each "good economy" question
are considered "positive." Figure 1A presents the time series
of the fraction of each survey's responses that are positive, while
Figure IB presents the time series of the fraction of "better"
responses to the "better/worse" questions (along with the
change in positive responses to the ABC News "good economy"
question). The level of positive responses differs across surveys,
consistent with the different phrasing of the questions and response
options, but the temporal variation appears to be similar, a strong
cyclical component punctuated with higher frequency modulations. The
large samples in each monthly survey ensure virtually none of this
variance (about 0.1%) comes from sampling error.
The Michigan and Conference Board surveys also present indexes of
current conditions, also represented in Table 1. (These and a separate
expectations index, not represented in the table, average to form that
entity's consumer sentiment index.) These questions are distinctly
different: neither survey asks explicitly about the overall
macroeconomy, but about "business conditions," "available
jobs," and durable goods purchases, and most questions concern the
respondent or his/her local area, instead of the country as a whole.
While these indexes also have a strong cyclical component, the questions
themselves do not have the face validity necessary to represent a
general assessment of the national macroeconomy. The ABC News, CBS News,
and USA Today poll questions do. (1)
Despite this face validity, and microfoundations by which
macroeconomic fundamentals generate dynamic responses to opinion surveys
(Lux 2009; Easaw and Ghoshray 2010), we recognize that "economists
have been deeply skeptical of subjective statements" (Manski 2004,
p. 1337, who argues that such skepticism is unwarranted, as does Bewley
2002). Given this skepticism and the aforementioned conflict concerning
the consumer sentiment surveys, it is worthwhile to further support
these surveys' legitimacy by establishing construct validity
(Litwin 1995). This requires a certain logical consistency across
surveys: questions about similar concepts should have similar responses
(convergent validity), while the responses to questions about distinct
concepts should differ (divergent validity).
In our data, convergent construct validity requires that (1) the
responses to the "better/worse" questions are related to
differences of the "good economy" responses, and (2) the
responses to all three "good economy" questions have a strong
underlying commonality, despite differences in wording (and similarly
for the "better/worse" questions). Divergent construct
validity requires, in turn, that (3) these survey responses are
distinguishable from the consumer sentiment indexes, which are
conceptually different.
A. Levels and Differences
To compare the "good economy" and
"better/worse" questions, we begin by regressing the
percentage of "better" responses to the CBS/NYT and USA
TodaylGaUup "better/worse" questions on leads and lags of the
percentage of positive responses to the "good economy"
question asked by ABC News--the only one that is reported each and every
month. Six months of leads and 12 months of lags were included. A
condensed version, using 2-month intervals, is reported in columns 1 and
3 of Table 2.
In these regressions, positive coefficients near the current date
offset negative coefficients for the recent past, suggesting the
expected differencing interpretation. These differences are essentially
backward-looking, with hindsight that extends several months. To pin
down the timing more precisely, we found that 2-month combination of the
ABC News "good economy" measure that best explains the
responses to each "better/worse" question. The optimal pairs
are shown in columns 2 and 4 of Table 2, a (mostly) backward difference
of 6 months for the USA Today series and 8 months for the longer CBS/NYT
series. Treating these specifications as the null, we then tested the
alternative that any of the remaining coefficients were nonzero. For
neither series could this null be rejected at conventional levels (in
the CBS News survey, F = 0.98, p > .10; in the USA Today survey, F-
1.53, > .10). (2)
In three of the four specifications, we cannot reject a strict
differencing interpretation that the coefficients sum to zero. This
interpretation and the [R.sup.2] values, which range from 0.5 to 0.7,
both suggest a reasonable degree of concordance between the level and
difference assessments of the macroeconomy. The fit is not so good,
however, that the two measures can be considered synonymous.
Accordingly, each is examined below.
B. Underlying Commonalities
For each survey question, the response frequencies--the percent of
respondents saying the economy is "excellent," and so
forth--can be viewed as governed by three terms: a latent variable
common to all respondents (L), which can be considered a scalar index of
perceived macroeconomic conditions; a random variate (a) that generates
cross-sectional variation in individual responses at any given point in
time; and a set of thresholds ([mu]) that distinguish an
"excellent" response from a "good" response, and so
on. If all "good economy" series have a strong underlying
commonality, then the latent variables underlying each series should be
highly correlated.
Each latent variable, and the associated thresholds, can be
estimated by relating the response frequencies nonparametrically to
time. The most practical way to do this is to express time as a series
of splines, which are used as independent variables in an ordered probit
model in which the response frequencies are the dependent variable. (See
Takezawa 2006 and Wasserman 2006. Informally, these splines resemble an
overlapping sequence of bell curves. We use many splines, 52 over the
sample period, to preserve all but the highest frequency variation.)
Applying the estimated coefficients to the splines yields a smoothed,
unrestricted estimate of the latent variable that extends for the full
time span of the survey, filling in any survey-less months.
The formal statement of this model is as follows. For each survey
question Z, the individual-level latent variable (/) underlying any
discrete choice model equals the sum of L and [alpha], as follows:
(1) [I.sub.j,t] = [L.sup.Z.sub.t] + [[alpha].sub.j,t] = [summation]
[[beta].sup.Z.sub.s][S.sub.s,t] + [[alpha].sub.j,t], with [summation
over (s)] [S.sub.s,t] = 1 [for all]t and [[alpha].sub.j] ~ N (0,1) [for
all]t
Least Favorable Response iff [I.sub.j,t] < [[mu].sup.z.sub.0]
Next more Favorable Response iff
[[mu].sup.z.sub.1] ? [I.sub.j,t] [greater than or equal to]
[[mu].sup.z.sub.0]
....
Most Favorable Response iff [I.sub.j,t] [greater than or equal to]
[[mu].sup.z.sub.MAX] [[mu].sup.z.sub.0] = 0 [for all] Z
where S is a set of "B-splines," determined according to
the method of de Boor (1978), which sum to one at each point in time,
and the [mu]s are the thresholds that [I.sub.j,t] must exceed in order
for that respondent to report that economic conditions are
"excellent" instead of "good," and so on. The
predicted value of L at any time T is simply
[summation][[??].sub.s][S.sub.s,T].
Figures 2A and 3A present the results for all "good
economy" and "better/worse" questions, with the estimated
latent variables and thresholds vertically scaled (additively) so that
all latent variables have the same mean for the periods in which they
overlap. (We do not present confidence intervals, as they are so small.)
For both questions the latent variables are as similar as the cutoffs,
driven by the various response options, are different. Correlations
between the "good economy" latent variables are each 0.99, and
the correlation between the "better/worse" latent variables is
0.96.
C. Comparison with Other Indexes
These latent variables are, in effect, indexes themselves, and can
be statistically compared to the Michigan and Conference Board indexes.
We begin with a simple correlation analysis, presented in Table 3. To
incorporate both the "good economy" and
"better/worse" series and address potential stationarity
concerns, 8-month backward differences are taken of all variables except
the two "better/worse" series, consistent with our findings
above (for the longer CBS News "better/worse" series). The
nine series included in this analysis can be placed into four groups,
each clearly demarcated in the table: "good economy" series,
Michigan and Conference Board current conditions indexes, expectations
indexes, and "better/worse" series. This grouping is supported
by the correlation matrix, in which intra-group correlations, of about
0.9, comfortably surpass the cross-group correlations, which never
exceed 0.82. (The one exception, the weak correlation between the
Michigan and Conference Board current situation indexes, proves the
rule. These are composed of responses to quite different questions.)
These four groups of variables appear to represent multiple dimensions
of macroeconomic perceptions.
To explore further, we employ a principal component analysis. (This
has been previously used for quantifying the state of the macroeconomy
in other contexts: see the discussion and references in Bai 2003.) This
yields a set of nine independent components that linearly reconstruct
each of the original series. Economic significance is restricted to the
first four of these, which together explain 95% of the aggregate
variance of all nine series. The associated factor loadings, also found
in Table 3, are easily interpreted. The first, dominant component, a
simple, almost-unweighted average of the nine series, reflects basic
business cycle variation. The second component distinguishes measures of
expectations from everything else. The third component distinguishes the
"better/worse" series, while the fourth component represents a
difference between the "good economy" series and the
Michigan/Conference Board current conditions indexes. The cyclical
component explains 72% of the joint variance of these series. Of the
remaining 28%, almost half is contributed by the distinctiveness of the
expectations indices, and another half by the distinctiveness of the two
survey questions analyzed here, with the remainder noise, or
"scree."
These findings all support construct validity. The economic
assessments that underlie responses to the "good economy" and
"better/worse" questions are insensitive to minor differences
in wording, logically consistent with each other, and distinct from
surveys of consumer sentiment.
III. MACROECONOMIC FACTORS AFFECTING ASSESSMENTS OF THE NATIONAL
ECONOMY
A. Aggregated Latent Variables
The results in the previous section indicate that we can adequately
describe our survey data with two temporal latent variables, one
underlying the responses to all "good economy" questions, the
other underlying the responses to all "better/worse"
questions. Differences in response frequencies across surveys are
captured by differences in the thresholds separating the response
options in each survey. This "aggregated" latent variable also
improves the temporal coverage for the "better/worse"
question, which has occasional temporal gaps in any one survey, which
are now "filled in" by another survey. These gaps were
particularly frequent prior to 1988, but with this technique, we can
incorporate the early CBS News and ABC News responses and extend this
latent variable back to 1976, covering a period of high inflation and
volatile economic growth.
For each question type, the specification of the model used to
estimate this latent variable is a slight modification of that in
Equation (1): [L.sub.t.sup.Z] = [L.sub.t] [for all] Z,
[[beta].sub.s.sup.Z] = [[beta].sub.s] [for all] Z, and [[mu].sub.0] = 0
for the first series only. Figures 2B and 3B show both estimated latent
variables, along with the thresholds associated with each survey. The
resemblance to those reported in Figures 2A and 3A is clear. The
remaining analysis is conducted using these latent variables.
B. Basic Regressions
To determine the macroeconomic underpinnings of these survey
responses, we regress the associated latent variables on a set of
economic fundamentals. The set we use includes and exceeds those
employed in political business cycle models and analyses of the
macroeconomics of happiness: inflation, the unemployment rate, output
growth, a medium-term interest rate (the 7-year Treasury bill), an index
of the strength of the dollar, and a time trend. (3)
The first three variables in this list are not instantaneously
reported with perfect accuracy. Preliminary values for unemployment and
output growth are reported by the appropriate federal agency with a lag
of one month, and then subsequently revised. Also, the CPI, used in
calculating inflation, is reported with a 1-month delay. Which, then,
should be used: the ex post, revised values, or the
"real-time" data available to respondents at the time the
survey is taken?
Our answer is: both. Initially, we use the ex post, revised values,
which best measure the "true" value of that variable in that
month. Then, subsequently, we replace these values with those
constructed using real-time data (distributed by the Federal Reserve
Banks of Philadelphia and St. Louis). If the public's economic
assessments are based mostly on reported statistics, the real-time data
should have superior explanatory power. On the other hand, if these
assessments stem from individuals' genuine perceptions of
macroeconomic conditions, the ex post, revised data should be superior.
Means and detrended standard deviations for the ex post data are listed
in Table 4.
The five variables measuring economic fundamentals are often
characterized by different integration orders. GDP growth is typically
found to be stationary, while inflation and interest rates are 7(1);
there is much less agreement on the integration properties of the
unemployment rate and dollar strength indicator. But, rather than deepen
the integration order of our measures, we prefer to look for robustness.
Thus, we estimate both level and difference specifications for the
"good economy" question, and also regress the
"better/worse" latent variable on differences of the
independent variables. The levels specification can be viewed as
estimating an a priori known cointegration relationship, with the
observed autocorrelation in the residuals representing slow adjustment
of survey responses to their long-run fundamental level. The differences
specifications, which are more appropriate statistically, estimate
short-run relationships.
These specifications require a total of three different
differences: (1) in output and price levels, to determine output growth
and inflation, (2) of all dependent and independent variables in some
"good economy" specifications, and (3) of the independent
variables in the "better/worse" regression. Our earlier
findings suggest only the length of this last difference: 6 to 8 months
(we use eight, which maximizes explanatory power). For the other two, we
simply take one year backward differences. These nearly maximize
explanatory power and, in the differenced "good economy"
regressions, also control for seasonality without sacrificing degrees of
freedom.
Estimation is conducted using ordinary least squares (OLS), which
yields consistent coefficient estimates in all specifications. But OLS
standard errors are biased in cointegrating regressions and when, as
here, the error term is serially correlated, so these are adjusted using
the Newey-West correction. (4) Three sample periods are analyzed: June
1976 to February 2010, the full time span of the
"better/worse" question, December 1985 to February 2010, the
full time span of the "good economy" question, and December
1985 to August 2008, which eliminates the September 2008 credit crunch
and its aftermath.
Estimates are presented in Table 4. Each independent
variable's standard deviation is approximately one, and the
thresholds separating different response options are usually little more
than one unit apart, so, loosely speaking, each coefficient translates a
one standard deviation change in the independent variable into the
probability the respondent will choose the next most favorable response
option. By a wide margin, economic assessments are most strongly
influenced by unemployment. Increasing this by 2 or 3 percentage points
will cause at least half of all respondents to choose the next worse
response option. Significant but smaller effects, in the expected
direction, are also observed with inflation and GDP growth. In contrast,
the exchange rate and interest rate generally have smaller, variable,
and insignificant coefficients, suggesting that they are secondary.
These estimates are all reasonably consistent across specifications and
sample periods. (5)
The similarity of key coefficients across specifications occurs
partly because assessments of the macroeconomy are adjusted almost
instantaneously, as indicated by unreported regressions using lagged
dependent variables. This similarity implies that, to the first order,
the deterministic factor in our regressions is common to both the
"good economy" and "better/worse" series. But its
relative importance differs: this factor explains over one-half of the
variation in the differenced "good economy" measure, but only
one-third of the variation in the "better/worse" measure.
Because sampling error is so small, almost all of the remaining
variation consists of "intangibles"--unmeasured factors,
animal spirits (Akerlof and Shiller 2009), and so on. These intangibles
are also, to a considerable extent, common to the two series-thus the
differenced "good economy" measure, in Table 2, explains far
more variation in the "better/worse" latent variable than any
of the regressions in Table 4.
The effects of individual variables are depicted more concretely in
Figure 4. This contains a continuous decomposition of the contributions
of changes in inflation, unemployment, and GDP growth, and the residual,
to the value of the "better/worse" latent variable, using the
estimates in the last column of Table 4. (The effects of the exchange
rate and the interest rate, which are insignificant in this regression,
are suppressed for clarity.) These four components are demeaned and
stacked: the value of the unemployment component is [[??].sub.U]
([DELTA][U.sub.t] - [bar.[DELTA]U], and so on. Thus, at each point in
time, extending upward from the horizontal axis is the cumulative
positive contribution of these four factors toward the deviation of the
latent variable from its mean, and similarly for the negative
contribution.
In this graph, recessions, recoveries, and expansions are all
apparent, as is the relative quiescence of the "Great
Moderation." Intangibles (represented by the residual)
"explain" the most variance in the latent variable, followed
by unemployment and GDP growth. The timing of these three factors is
also different: the intangibles have a canary in the coal mine quality
(see Chauvet and Guo 2003), plummeting before recessions, while
unemployment, naturally, tends to lag. There are no obvious
perturbations in the deterministic factor or intangibles associated with
national elections.
C. Tradeoffs
The findings in Table 4 can be viewed in terms of tradeoffs,
combinations of macroeconomic states that the public considers equally
acceptable. The most important tradeoff, between unemployment and
inflation, occurs in several contexts: in studies of the
"macroeconomics of happiness," in creating simple summary
measures of economic conditions, and in conducting macroeconomic policy.
It is valuable to see how these compare.
Our estimates indicate that, in assessing the macroeconomy, the
public values a 1 percentage point decrease in unemployment as much as a
decrease in inflation of 2 to 5 percentage points, depending on the
specification. Similar tradeoffs occur in simpler regressions, not
reported here, that remove all other independent variables except the
trend.
How does this compare to happiness studies that relate measures of
happiness or life satisfaction to unemployment and inflation? There, the
estimates admit a preference-based interpretation, and the implied
marginal rate of substitution of inflation for unemployment ranges from
2:1 to 4:1 (DiTella, MacCulloch, and Oswald 2001, 2003; Wolfers 2003;
Blanchflower etal. 2013); the effects of long-term interest rates and
economic growth are secondary (Oswald 1997; Welsch 2007, 2011).
Virtually all of this work relies on European data, though DiTella,
MacCulloch, and Oswald (2001) provide comparable (but less precise)
estimates for the United States. The similarity of these findings to
ours suggests we cannot rule out the possibility that members of the
public evaluate the economy according to their preferences over
macroeconomic states.
In contrast, these tradeoffs run counter to the simplest common
metric of aggregate economic conditions, Okun's "Misery
Index," the unweighted sum of unemployment and inflation. In
contrast, equal weights cannot be rejected in explaining the Index of
Consumer Sentiment or the Consumer Confidence Index, according to Lovell
and Tien (2000) and Golinelli and Parigi (2004). But we have shown that
the two sets of surveys measure distinct concepts. The Misery Index
seemingly serves better as an indicator of consumer confidence than as a
metric of aggregate economic conditions.
Finally, we compare measurement with theory: the tradeoffs embodied
in models of monetary policy, often derived from an approximation to
household utility in an intertemporal maximization problem. The best
known of these, Woodford (2003, chapter 6), is expressed in terms of
output growth and inflation, which can be translated into an
inflation-unemployment tradeoff using Okun's law (Abel and Bemanke
2005; Mitchell and Pearce 2010). Doing so, we find that this loss
function places far more weight on inflation than unemployment, in
contrast with our findings and those of the macroeconomics of happiness.
IV. THE INFORMATION CONTENT OF ECONOMIC ASSESSMENTS
The deterministic and intangible components of these survey
responses could contain novel information about the current or future
values of macroeconomic fundamentals, which, as mentioned, are measured
with a lag and (often) subsequently revised. The deterministic component
could contain such information if it primarily reflects
individuals' perceptions of economic conditions, rather than the
reporting of economic statistics (as in Dorns and Morin 2004 or Starr
2012). It does. In the "real-time" row of Table 4 we
re-estimated the regressions above using real-time data for
unemployment, output growth, and inflation, on which reported statistics
would be based. The [R.sup.2] values show that these data have much less
explanatory power.
Thus, our latent variables should help predict cunent values of
macroeconomic fundamentals that are yet to be reported, and possibly
future revisions of past values that have already been reported. One
candidate fundamental is real GDP, because the surveys ask about the
national economy; another, based on the previous section's results,
is unemployment. In that spirit, we predict ex-post (superscript EX)
revised values of GDP growth ([DELTA]T) and unemployment (U) in month
[t.sup.*] from the real-time (superscript RT) macro and survey data
available in the middle of month t, as follows:
(2) [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII]
where [DELTA][pi] is inflation, S contains survey data, (6)
{[alpha],[gamma],[phi],[psi],[theta]} are coefficient vectors or
matrices, q is time in quarters ([DELTA]Y)/3-month intervals (U), and
[xi] is an error term. The term [X.sup.RT.sub.t,0] is the most recent
reported value of variable X as of time f, [X.sup.RT.sub.t,-1] is the
most recent reported value of that variable 3 months (or one quarter)
previous, and so on.
Three types of regressions are run, each with different timing.
Nowcasts relate final, revised current-period values to current period
realtime data: [t.sup.*] = t. Hindcasts relate final, revised,
previous-period values to current period realtime data: [t.sup.*] -1 -
1. These determine whether survey data can predict revisions of macro
variables. We also estimate forecasts that relate final, revised future
values to current-period real-time data: [t.sup.*] > t. Following
Bram and Ludvigson (1998) and others, our metric is the adjusted
[R.sup.2] statistic, [[bar.R].sup.2]. Mindful of the multidimensionality
revealed in Section II, we employ three different combinations of poll
data: the "good economy" and "better/worse" latent
variables; a consumer sentiment index, either the Index of Consumer
Sentiment or the Consumer Confidence Index; or both the latent variables
and a sentiment index. This makes it easy to compare the effects of the
two types of surveys, and see whether the information they contribute is
distinct or overlapping.
The results for real GDP growth are found in the top panel of Table
5. The latent variables and the sentiment indexes improve hindcasts and
nowcasts, raising [[bar.R].sup.2] by about 10 percentage points. The
information they contain is overlapping: the [[bar.R].sup.2] values are
no higher when the latent variables and sentiment indexes are jointly
included in the regression. Both also help hind-cast or nowcast
unemployment, in the second panel of the table, but the improvement in
fit is quite marginal.
Past studies (Matsusaka and Sbordone 1995 and Golinelli and Parigi
2004, each conducted before the advent of real-time data) have found
consumer sentiment indexes to be predictive of future GDP growth, so
forecasting equations for GDP and unemployment are also presented.
Forecasting power must come from the intangible component of the data,
which could predict future economic performance in two ways. A belief
that the economy is improving could cause increased economic activity.
Or surveys could "anticipate" changes in economic activity
that are not predictable from past values of macro variables. The
results show that our latent variables do indeed provide substantial new
information--unlike the sentiment indexes.
The "good economy" and "better/worse" responses
are contemporaneously available (now daily, from Gallup), while the
consumer sentiment indexes are only released near the end of the month.
(7) Giannone, Reichlin, and Small (2005) show that this timeliness
matters, and so it is here. In the bottom row of each panel we
re-estimate using the "concurrent" sentiment index, that is,
treating that index as if it was available in the middle of the month
that the survey was taken. For the Michigan index, at least, the fit
immediately improves to match that of the latent variables. The
informational advantage of the "good economy" and
"better/worse" surveys here extends solely from their earlier
reportage, not from the content differences identified in the principal
component analysis.
Interestingly, this is not so for growth in personal consumption
expenditures (PCE), which has been heavily studied using consumer
sentiment indexes. The most visible studies, by Carroll, Fuhrer, and
Wilcox (1994) and Bram and Ludvigson (1998), found that these indexes do
predict future consumption growth, but these studies did not employ
real-time data. When Croushore (2005) replicated these studies using
real-time data, he found that the consumer sentiment indexes had little
value.
Croushore's preferred specification related final, revised
values of real PCE growth to four one-quarter lags of real-time PCE
growth, the growth in real stock prices, and the sentiment indexes. We
use a similar specification, trimming the lags of all survey data to
two, as earlier lags turn out to be superfluous. We use monthly data, as
opposed to Croushore's quarterly data, replacing quarter lags with
3-month lags. (8) Importantly, we also use the concurrent values of the
sentiment indexes, setting aside differences in reporting dates and
focusing on the difference in informational content.
The results are presented in the final panel of Table 5. In the
hindcast column, the [[bar.R].sup.2] s are all similar: no survey
contributes information. For the nowcasts, both do: [[bar.R].sup.2]
increases substantially, and by a similar amount, whether our latent
variables, the Michigan consumer sentiment index, or both are included.
For the forecasts, the value of the latent variables waxes while that of
consumer sentiment wanes. The latent variables increase fit by an
astonishing 29 percentage points at a four-quarter horizon, while the
contribution of consumer sentiment is far smaller or nil (as in
Croushore 2005).
Thus, ironically, the simple "good economy" and
"better/worse" surveys predict consumption growth far better
than the more sophisticated consumer sentiment indexes that have been
designed for this purpose. As these surveys do not ask directly about
consumption, their predictive power probably stems from intangibles: the
effect of economic optimism on consumption choices. Because Section II
showed that the "better/worse" question--which has by far the
most predictive power here--is not forward-looking, the most plausible
mechanism is that optimism causes, rather than anticipates, future
consumption growth (as Matsusaka and Sbordone 1995 found for GDP
growth).
In summary, the "good economy" and
"better/worse" surveys contain useful information about the
past, current, and future evolution of fundamental macroeconomic
variables. Some of this information is duplicated by consumer sentiment
indexes, with a reporting lag; some is not.
V. CONCLUSION
What makes a good economy? A strong labor market, predominantly,
though the public also values lower inflation, more economic growth, and
a stronger dollar. Changes in these fundamentals also help explain
whether the public views the economy as getting better or getting worse.
Still, responses to both types of survey questions are strongly
influenced by intangibles that have no obvious economic correlate.
The phrasing of the "good economy" question and response
options differs across three surveys, engendering differences in raw
response probabilities; nonetheless, these responses are governed by the
same underlying latent variable. This latent variable is distinct from
various consumer sentiment indices published by the University of
Michigan and the Conference Board, though all of these surveys exhibit
cyclicality. The same is true for the "better/worse" question,
which looks backward with hindsight of 6 to 8 months.
Responses to the "good economy" and
"better/worse" questions are based primarily on
respondents' perceptions of economic conditions, not media reports
of fundamental economic variables. Partly because of this, these
responses contain new, timely information about the past, current, and
future values of consumption growth, GDP growth, and unemployment. The
recently expanded, daily tracking of these two questions by Gallup
therefore promises to be a valuable source of information about economic
fundamentals.
ABBREVIATIONS
CPI: Consumer Price Index
GDP: Gross Domestic Product
GLS: Generalized Least Squares
ICPSR: Interuniversity Consortium for Political and Social Research
NYT: New York Times
OLS: Ordinary Least Squares
PCE: Personal Consumption Expenditures
doi: 10.1111/ecin.12085
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(1.) Merkle, Langer, and Sussman (2004) detail the differences in
timing, sampling, sample sizes, and interview methods across the ABC
News, Michigan, and Conference Board surveys.
(2.) The coefficients on the leads are biased upward if positive
assessments of the current change in economic conditions favorably
affect the economy's performance in the future. This reinforces the
conclusion that the better/worse series compare the present to the past,
not expectations of the future to the present. Estimations in which the
leads were instrumented with lags of the "better/worse" and/or
"good economy" variables, though much less precise, also
support this conclusion.
(3.) Inflation is calculated using the all-urban Consumer Price
Index (CPI), and the unemployment rate is seasonally adjusted. Each
quarterly observation of the real, chain-weighted, seasonally adjusted
GDP is assumed to pertain to the middle month of each quarter; the other
months are calculated by linear interpolation. The trade-weighted index
of exchange rates of the United States's most important trading
partners, from the Federal Reserve Bank of St. Louis, has been divided
by 10 here so that its variation is comparable to that of the other
variables.
Additional regressions not reported here "scaled"
unemployment, inflation, or both, for expectations. Unanticipated
inflation was calculated using expectations from the well-known
Livingston survey; this variable performs slightly worse than simple
inflation does. Unemployment was adjusted by calculating its deviation
from the Natural Rate of Unemployment, taken from Gordon's (2006)
macroeconomics text, or replaced with personal income growth, neither to
any effect.
(4.) In consecutive months autocorrelation is at least 0.85 in all
specifications. Unfortunately, trying to improve estimation efficiency
by using generalized least squares (GLS) is impractical: it generates
substantial errors in variables bias in the coefficient estimates,
because it implicitly differentiates the data a second time, reducing
the signal and amplifying the noise. For example, the standard deviation
of the sampling and truncation error in the doubly differenced
unemployment rate is 0.16 percentage points
(www.bls.gov/cps/eetech.methods.pdf), while the standard deviation of
this variable in the data is 0.194 percentage points. Thus, the GLS
coefficient estimate should be--and is--attenuated by 0.162/0.1942, to
one-third of its true value. Similar reductions were observed for other
variables.
(5.) The most noticeable difference is a sizeable reduction in the
unemployment coefficient, and explanatory power, when the September 2008
to February 2010 period is added to the sample. The credit crunch
sharply and immediately reduced optimism about the state of the economy,
while the corresponding increase in unemployment was much more gradual.
(6.) The smoothing involved in the construction of the latent
variables in Section III is both forward and backward in time. This is
obviously problematic for these forecasting regressions. Thus, both
latent variables were reconstructed by replacing the splines in Equation
(1) with a set of year x month dummy variables. The resulting latent
variables are wholly contemporaneous, but are not available for every
month in the sample period, reducing the number of observations
available for analysis.
(7.) This slightly overstates and understates the case. A much
noisier, preliminary value of the Michigan index is
available mid-month, while the final value of the Conference Board
index is not available until the end of the month following the survey.
See Merkle, Langer, and Sussman (2004).
(8.) Real-time data on the personal consumption expenditures
deflator is not available on a monthly basis, so stock prices were
deflated with the CPI instead.
DARREN GRANT, I am grateful to Mishuk Chowdhury, Mitchell Graff,
Sohna Jaye, Mohammed Khan, Ryan Murphy, Tino Sonora, Mark Tuttle,
Charles Vogel, and Jadrian Wooten, who all provided assistance for this
project, and to the Washington Post for providing ABC News /Washington
Post survey data through 2005. Comments from Jae Won Lee, Vance Ginn,
Andrew Oswald, anonymous referees (who contributed some phrasing used
herein), Co-Editors Nezih Guner and Gian Luca Clementi, and participants
at the Western Economic Association meetings, the Southern Economic
Association meetings, and a seminar at Sam Houston State University are
also appreciated. The latent variables created herein can be obtained by
contacting the author. Color versions of all figures are available in
the online version of this article. Grant: Associate Professor of
Economics, Department of
Economics and International Business, Sam Houston State University,
Huntsville, TX 77341. Phone 1-936294-4324, Fax 936-294-2417, E-mail
dgrant@shsu.edu
TABLE 1
Survey Details
Survey Title Question(s) Asked of
and Sponsor Respondents
ABC News (part "Would you describe the
of the Consumer state of the nation's
Comfort Index): economy these days as
Levels (a) excellent, good, not so
good, or poor?"
ABC News/ "Do you think the national
Washington Post: economy is getting
Changes (b) better, getting worse, or
staying about the same?"
New York Times/ "How would you rate the
CBS News Poll: condition of the national
Levels (c) economy these days? Is it
very good, fairly good,
fairly bad, or very bad?"
New York Times/ "Do you think the economy
CBS News Poll: is getting better, getting
Changes (c) worse, or staying about
the same?"
USA Today/Gallup "How would you rate
Poll: Levels (d) economic conditions in
this country today--as
excellent, good, only fair,
or poor?"
USA Today/Gallup "Right now, do you think
Poll: Changes that economic conditions
(d) in the country as a whole
are getting better or
getting worse?" (the
percent volunteering the
response "same" also
reported)
University of "Would you say that you
Michigan Index are better off or worse off
of Current financially than you were
Economic a year ago?" and
Conditions (e) "Generally speaking, do
you think now is a good
or bad time for people to
buy major household
items?"
Conference "How would you rate
Board Present present general business
Situation conditions in your
Index (d) area--good, normal, or
bad?" and "What would
you say about available
jobs in your area right
now--plentiful, not so
many, or hard to get?"
Temporal Span, Survey
Frequency, and Response
Survey Title Reporting Observations,
and Sponsor (Phone Survey Unless Noted) Sample Period
ABC News (part Weekly from December 1985 to 291 Observations
of the Consumer February 2010, nationwide. in the 291 months
Comfort Index): Percentages in each category from December
Levels (a) are reported for about 1.000 1985 to February
respondents over the previous 4 2010
weeks. The values reported in
the last survey of the month
are used.
ABC News/ Reported in 49 of the 110 Reporting too
Washington Post: months between September 1981 sporadic to be
Changes (b) and October 1990, and individually
sporadically afterward, analyzed
nationwide. Percentages in each
category are reported for about
1,000 respondents over the
previous week.
New York Times/ October 1987 to present, at 161 Observations
CBS News Poll: irregular intervals, in the 268 months
Levels (c) nationwide. Percentages in each from October 1987
category are reported for least to February 2010
1,000 respondents over the
previous three or five days.
All surveys in taken in any
given month are averaged.
New York Times/ September 1976 to present, 154 Observations
CBS News Poll: irregular intervals, in the 235 months
Changes (c) nationwide. Percentages in each from August 1990
category are reported for at to February 2010
least 1,000 respondents over (f)
the previous 3 to 5 days. All
surveys in each month are
averaged.
USA Today/Gallup January 1997 to October 2008, 111 Observations
Poll: Levels (d) at irregular intervals, in the 142 months
nationwide. Percentages in each from January 1997
category are reported for at to October 2008
least 1,000 respondents over
the previous 3 to 5 days. All
surveys in each month are
averaged.
USA Today/Gallup February 1997 to October 2008, 109 Observations
Poll: Changes at irregular intervals, in the 141 months
(d) nationwide. Percentages in each from February 1997
category are reported for at to October 2008
least 1,000 respondents over
the previous 3 to 5 days. All
surveys in each month are
averaged.
University of Monthly, January 1978 to 291 Observations
Michigan Index present; three or four times in the 291 months
of Current yearly, 1951 to December 1977, from December
Economic continental U.S. At least 500 1985 to February
Conditions (e) respondents over the course of 2010
the month. Percentage responses
(with one decimal place) to
each question are available
online. The fraction of
positive minus negative
responses for each question is
calculated, averaged, and
indexed to 1966:1.
Conference Monthly, June 1977 to present; 291 Observations
Board Present bi-monthly, February 1967 to in the 291 months
Situation April 1977, nationwide. from December
Index (d) Throughout the month about 1985 to February
3,500 respond to a mailing of 2010
5,000 surveys, made at the end
of the previous month. The
fraction of all non-neutral
responses that are positive is
calculated and indexed to 1985.
(a) Available from 2004 forward from: http://abcnews.go.com/Polling
Unit/CCI/, with earlier values obtained via request to the Washington
Post in 2005, when they were a partner with ABC News for the Consumer
Comfort Survey.
(b) Available from the Interuniversity Consortium for Political
and Social Research (ICPSR).
(c) Available from: http://www.cbsnews.com/stories/2007/10/12/
politics/main3362530.shtml.
(d) Data available, from 1997 forward, from: http://www.
pollingreport.com/consumer.htm.
(e) Breakdowns of response percentages by demographic group
available from: http://www.sca.isr.umich.edu/subset/.
(f) Data prior to August 1990 reported too sporadically
to be individually analyzed.
TABLE 2
Regressions of "Better/Worse" Measures on Leads/Lags of
"Good Economy" Positive Responses (Coefficient Estimates, with
Standard Errors in Parentheses)
Percent Saying the Economy
Is "Getting Better"
Percent Saying the CBS/NYT
Economy Is "Excellent" (Best 2-Month
or "Good" in ABC Survey CBS/NYT Combination)
Six-month lead -0.01
(0.12)
Four-month lead 0.20
(0.17)
Two-month lead 0.18
(0.16)
One-month lead 0.61 *
(0.05)
Current month 0.37 *
(0.15)
Two-month lag 0.08
(0.14)
Four-month lag -0.39 *
(0.16)
Five-month lag
Six-month lag -0.15
(0.16)
Seven-month lag -0.58 *
(0.05)
Eight-month lag -0.12
(0.14)
Ten-month lag -0.06
(0.15)
Twelve-month lag 0.01
(0.11)
E-statistic on null that 6.00 1.04
coefficient sum is 0 (p value) (0.02) (0.31)
[R.sup.2]/Adjusted [R.sup.2] 0.54/0.51 0.49/0.48
Percent Saying the Economy
Is "Getting Better"
Percent Saying the USA Today
Economy Is "Excellent" USA Today/ (Best 2-Month
or "Good" in ABC Survey Gallup Combination)
Six-month lead -0.10
(0.14)
Four-month lead 0.12
(0.19)
Two-month lead 0.29
(0.18)
One-month lead 0.86 *
(0.09)
Current month 0.76 *
(0.19)
Two-month lag -0.07
(0.19)
Four-month lag -0.53 *
(0.19)
Five-month lag -0.76 *
(0.08)
Six-month lag -0.14
(0.19)
Seven-month lag
Eight-month lag -0.19
(0.18)
Ten-month lag -0.25
(0.18)
Twelve-month lag 0.20
(0.13)
E-statistic on null that 1.47 3.47
coefficient sum is 0 (p value) (0.23) (0.07)
[R.sup.2]/Adjusted [R.sup.2] 0.75/0.72 0.71/0.70
Note: Time trend also included. N = 144 for
CBS/NYT survey and N= 109 for USA Today/Gallup.
* p < .05.
TABLE 3
Correlations and Principal Components Factor Loadings
"Good Economy"
Latent Variables Current Indices
USA/ Conference
Variable NYT/CBS Gallup Michigan Board
ABC News Good Economy 0.95 0.91 0.72 0.76
(222) (127) (283) (283)
NYT/CBS Good Economy 0.94 0.72 0.71
(127) (222) (222)
USA/Gallup Good Economy 0.67 0.67
(127) (127)
Michigan Current 0.63
(283)
Conference Board Current
Michigan Expectations
Conference Board
Expectations
NYT/CBS Better/Worse
USA/Gallup Better/Worse
Joint variance explained
"Better/Worse"
Expectations Indices Latent Variables
Conference USA/
Variable Michigan Board NYT/CBS Gallup
ABC News Good Economy 0.63 0.58 0.82 0.69
(283) (283) (269) (130)
NYT/CBS Good Economy 0.63 0.62 0.81 0.68
(222) (222) (222) (130)
USA/Gallup Good Economy 0.57 0.57 0.70 0.65
(127) (127) (127) (127)
Michigan Current 0.69 0.67 0.64 0.58
(283) (283) (269) (130)
Conference Board Current 0.39 0.42 0.58 0.44
(283) (283) (269) (130)
Michigan Expectations 0.85 0.56 0.52
(283) (269) (130)
Conference Board 0.54 0.52
Expectations (269) (128)
NYT/CBS Better/Worse 0.95
(130)
USA/Gallup Better/Worse
Joint variance explained
Principal Component Factor
Loadings (N = 127)
Variable 1st P.C. 2nd P.C. 3rd P.C. 4th P.C.
ABC News Good Economy 0.37 -0.24 0.15 -0.25
NYT/CBS Good Economy 0.37 -0.19 0.09 -0.42
USA/Gallup Good Economy 0.37 -0.18 0.10 -0.43
Michigan Current 0.34 0.16 0.18 0.40
Conference Board Current 0.29 -0.31 0.50 0.56
Michigan Expectations 0.30 0.60 0.06 -0.13
Conference Board 0.30 0.59 0.05 0.04
Expectations
NYT/CBS Better/Worse 0.35 -0.15 -0.49 0.18
USA/Gallup Better/Worse 0.31 -0.10 -0.64 0.22
Joint variance explained 72% 11% 8% 4%
Notes: All variables are scaled to have the same variance for the
principal component analysis, as is standard. Consistent with the
findings in Table 2, 8-month differences are taken for all "good
economy" latent variables, Michigan indices, and Conference Board
indices.
TABLE 4
Regression Results (Coefficient Estimates,
with Robust Standard Errors in Parentheses)
"Good Economy" Latent Variable
Levels
Mean, Standard
December 1985 December 1985 December 1985
Independent to February to August 2008 to February
Variable 2010 (N = 274) 2010 (N = 291)
Unemployment 5.74 -0.39 * -0.23 *
(percentage (1.23) (0.03) (0.05)
points)
One-year output 2.63 0.06 * 0.08 *
growth (percent) 0.67) (0.02) (0.02)
Twelve-month 2.88 -0.08 * -0.11 *
inflation (1.20) (0.02) (0.02)
(percent)
Exchange rate 9.10 0.13 * 0.15 *
(Fed series, (0.88) (0.02) (0.03)
scaled by 0.1)
Seven-year T-bill 5.85 0.00 0.12 *
Rate (percentage (0.78) (0.02) (0.04)
points)
Trend in years -- -0.02 * 0.02
(0.01) (0.01)
[R.sup.2] -- 0.91 0.87
[R.sup.2] using -- 0.89 0.82
real-time data
"Good Economy" Latent Variable
Differences
December 1986 December 1986
Independent to August 2008 to February
Variable (N = 262) 2010 (N = 279)
Unemployment -0.36 * -0.19 *
(percentage (0.05) (0.06)
points)
One-year output 0.03 0.05
growth (percent) (0.02) (0.03)
Twelve-month -0.06 * -0.07 *
inflation (0.02) (0.01)
(percent)
Exchange rate 0.08 * 0.06 *
(Fed series, (0.03) (0.03)
scaled by 0.1)
Seven-year T-bill 0.02 0.08 *
Rate (percentage (0.02) (0.03)
points)
Trend in years -- --
[R.sup.2] 0.69 0.54
[R.sup.2] using 0.68 0.45
real-time data
"Better/Worse" Latent Variables
(On Differences of)
December 1985 December 1985 June 1976 to
Independent to August 2008 to February February 2010
Variable (N = 274) 2010 (N = 291) (N = 405)
Unemployment -0.32 * -0.17 * -0.25 *
(percentage (0.08) (0.08) (0.09)
points)
One-year output 0.05 0.08 * 0.06 *
growth (percent) (0.03) (0.03) (0.02)
Twelve-month -0.09 -0.10 * -0.08 *
inflation (0.05) (0.04) (0.04)
(percent)
Exchange rate 0.08 0.04 0.05
(Fed series, (0.06) (0.06) (0.06)
scaled by 0.1)
Seven-year T-bill -0.03 0.01 -0.10
Rate (percentage (0.05) (0.05) (0.05)
points)
Trend in years -- -- --
[R.sup.2] 0.32 0.27 0.36
[R.sup.2] using 0.26 0.14 0.24
real-time data
Notes: Final revised values of each independent variable are used
in the regressions reported in the table. The [R.sup.2] values
for regressions using real/time data, instead, are reported in
the last row. Each regression also includes a constant. As
discussed in the text, differences are taken over 12 months for
the "good economy" regressions and over 8 months for the "better/
worse" regressions.
* p < .05
TABLE 5
Nowcasting and Forecasting Exercises, Using Real-Time
Data for All Independent Variables (Adjusted [R.sup.2] Values)
Index: Michigan Index
of Consumer Sentiment
IQ 4Q
Dependent Variable Hindcast Nowcast Forecast Forecast
Real GDP growth
No survey data 0.397 0.316 0.280 0.453
Latent variables 0.483 * 0.411 * 0.390 * 0.533 *
Sentiment index 0.478 * 0.433 * 0.315 * 0.476
Both 0.485 * 0.438 * 0.387 * 0.530 *
Concurrent index -- 0.427 * 0.370 * 0.498 *
Unemployment rate
No survey data 0.997 0.985 0.939 0.667
Latent variables 0.997 * 0.987 * 0.955 * 0.763 *
Sentiment index 0.997 * 0.987 * 0.952 * 0.729 *
Both 0.997 * 0.987 * 0.957 * 0.766 *
Concurrent index -- 0.987 * 0.955 * 0.761 *
Real PCE growth
No survey data 0.692 0.112 0.198 0.149
Latent variables 0.692 0.275 * 0.318 * 0.437 *
Concurrent index 0.697 0.289 * 0.254 * 0.264 *
Both 0.701 0.294 * 0.310 * 0.450 *
Index: Conference Board
Consumer Confidence Index
IQ 4Q
Dependent Variable Hindcast Nowcast Forecast Forecast
Real GDP growth
No survey data 0.397 0.316 0.280 0.453
Latent variables 0.483 * 0.411 * 0.390 * 0.533 *
Sentiment index 0.480 * 0.392 * 0.299 0.463
Both 0.494 * 0.420 * 0.387 * 0.532 *
Concurrent index -- 0.437 * 0.327 * 0.475
Unemployment rate
No survey data 0.997 0.985 0.939 0.667
Latent variables 0.997 * 0.987 * 0.955 * 0.763 *
Sentiment index 0.997 * 0.987 * 0.952 * 0.718 *
Both 0.997 * 0.987 * 0.956 * 0.774 *
Concurrent index -- 0.987 * 0.956 * 0.754 *
Real PCE growth
No survey data 0.692 0.112 0.198 0.149
Latent variables 0.692 0.275 * 0.318 * 0.437 *
Concurrent index 0.690 0.146 * 0.200 0.175 *
Both 0.691 0.319 * 0.315 * 0.443 *
Note: N = 215.
* Joint significance of the survey data included,
relative to the baseline of no survey data.
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