ALCOHOL ADVERTISING IN MAGAZINES AND READERSHIP DEMOGRAPHICS: DO ADOLESCENTS MATTER FOR REGULATION? by Jon P. Nelson Department of Economics 603 Kern Building Pennsylvania State University University Park, PA 16802 [email protected]Abstract. This paper examines the empirical relationship between alcohol advertising placements in magazines and adolescent readership. Poisson and negative binomial regressions are applied to count data on cumulative placements by beverage for 35 major magazines during the years 1997-2001. The results indicate that demographics other than youth readership determine the placement of alcohol advertisements in magazines. Beer and distilled spirits advertisers tend to favor magazines read by young adults, blacks, and males, but not adolescents. Wine advertisers tend to favor magazines read by older adults and higher-income adults, but not adolescents. Comparing alternative specifications and econometric models, the results fail to support direct or indirect targeting of adolescent readers. The empirical results are applied to regulatory issues as guided by Supreme Court decisions on commercial speech and by the Federal Trade Commission. Keywords: Magazines Advertising; Alcohol Beverages; Adolescents; Regulation JEL classifications: L82, M3, I18, K20 Forthcoming, Regulation: The Cato Review of Business & Government November 2004 (revised)
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ALCOHOL ADVERTISING IN MAGAZINES AND READERSHIPDEMOGRAPHICS: DO ADOLESCENTS MATTER
Abstract. This paper examines the empirical relationship between alcohol advertising placements inmagazines and adolescent readership. Poisson and negative binomial regressions are applied to count dataon cumulative placements by beverage for 35 major magazines during the years 1997-2001. The resultsindicate that demographics other than youth readership determine the placement of alcohol advertisementsin magazines. Beer and distilled spirits advertisers tend to favor magazines read by young adults, blacks, andmales, but not adolescents. Wine advertisers tend to favor magazines read by older adults and higher-incomeadults, but not adolescents. Comparing alternative specifications and econometric models, the results failto support direct or indirect targeting of adolescent readers. The empirical results are applied to regulatoryissues as guided by Supreme Court decisions on commercial speech and by the Federal Trade Commission.
Forthcoming, Regulation: The Cato Review of Business & Government
November 2004(revised)
1 The division of magazine advertising expenditures by beverage in 2001 was beer, 9.6%; spirits, 79.4%;and wine, 9.6%. Total advertising expenditures in the U.S. economy in 2001 were about $231billion for all productsand services (Bureau of the Census 2003). Hence, alcohol advertising accounts for about 0.6% of all advertising.
INTRODUCTION
The regulation of alcohol advertising is major part of the debate over the role of beverage alcohol
in society. Deceptive and misleading alcohol advertising is regulated by the U.S. Federal Trade
Commission (FTC) and the Alcohol and Tobacco Tax and Trade Bureau (TTB) in the U.S. Department
of Treasury. Self-regulation also occurs in the form of industry advertising codes, such as the Beer
Institute’s Advertising and Marketing Code. In 2001, the U.S. alcohol industry spent more than $1.5
billion on advertising using conventional broadcast and print media, including expenditures of $397
million on magazine advertisements.1 The magnitude of expenditures and the possibility that some ads
might “target” youth has generated concern about the adverse effects of alcohol advertising. A recent
report by the National Research Council (NRC 2004, p. 137) includes a recommendation, among others,
that alcohol industry trade associations should strengthen their advertising codes in order to preclude
placement of commercial messages in media and other venues where a significant proportion of the
expected audience is underage. However, demonstrating that advertising has an effect on alcohol
consumption, rather than brand equity, has proven to be elusive (Calfee 1997; Nelson 2001, 2005). A
report to Congress by the National Institute on Alcohol Abuse and Alcoholism (NIAAA 2000, p. 422)
concluded that “the results of research on the effects of alcohol advertising are mixed and not
conclusive.” The report of the NRC (2004, p. 134; Grube 2004), which was conducted at the behest of
Congress, reached much the same conclusion.
Most previous econometric research is based on analysis of alcohol consumption and either
advertising expenditures or advertising bans (Nelson 2001, 2004; Saffer 1993). These studies have
several problems that might limit the application of empirical results to policy issues. First, expenditure
data are largely aggregate and cover the entire industry or major product categories, such as beer, wine,
and distilled spirits. In short time-series these data contain relatively little variation, but the larger
problem is likely to be that consumption levels also do not vary much in the aggregate. Quarterly data
contain more variation and have been used in a few studies. Second, cross-country studies of broadcast
advertising bans also are carried out at aggregate levels and require comparisons of countries with
different drinking cultures and traditions (Nelson and Young 2001; Saffer 1991). Several different
approaches are used to control for cross-country drinking cultures, with conflicting results and outcomes.
Third, state-level studies of advertising bans, such as Nelson (2003), use panel data and are based on
lower level of aggregation, but the media banned are more limited (e.g., billboards, store displays).
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2 By several measures, the magnitude of youth drinking has declined substantially in the last twenty years,despite high levels of alcohol advertising. According to the Monitoring the Future Survey, drinking in the last 30days by high school seniors was 29% lower in 2001 compared to 1982; http://www.monitoringthefuture.org. Alcohol-involved auto crashes by drivers aged 16 to 20 fell by 19% between 1982 and 2001 (NHTSA 2003, p. 30).
While none of the studies of bans are directly concerned with youth drinking behaviors, the presumed
importance of advertising should be detectable if the bans are long-standing. Examination of adverse
behaviors (e.g., traffic fatalities) adds to the policy importance of these studies. However, it desirable to
consider an alternative approach to the problem of advertising and youth drinking that avoids some of the
difficulties associated with aggregate data.2
Rather than attempting to measure consumption-advertising relationships, an alternative
methodology is to examine the relationship between frequency of alcohol advertising in various media
and the potential audiences reached by such placements, including adolescents. This approach has the
advantage that it can empirically separate advertising placement by demographic group, and it avoids
problems associated with measuring expenditures or the difficulty of making subjective judgements
about advertising content. The purpose of this paper is to measure the empirical relationship between
cumulative alcohol advertising placements in major magazines and youth readership. Using count data
on total advertising placements over the five-year period 1997-2001, Poisson regression models are
estimated that control for the distribution of readers by age, gender, race, and income. In order to reduce
collinearity in the readership numbers, several additional explanatory variables are considered, including
the annual number of issues, median age of adult readers, and median reader income. I also demonstrate
the effects of using different econometric techniques to account for the skewed distribution of ad counts.
For example, data on beer advertising in 35 major magazines indicates there were eight magazines
containing no beer advertising whatsoever during the years 1997-2001; ten magazines averaging one or
fewer ads per year; and only seven magazines averaging more than ten ads per year or about one beer
advertisement per issue for a monthly magazine. As demonstrated below, there are only a few major
magazines that contain a large number of alcohol advertisements and these magazines tend to have large
readerships among youth, young adults, and older adults. Thus, it is necessary to consider econometric
methods that account for zero counts and small positive values of advertising placements. The paper
considers several alternative methods for handling these data problems.
The remainder of the paper is divided into four sections. Section 1 comments on the policy
debate by discussing First Amendment rights of commercial advertisers and provides a brief review of
previous research on alcohol advertisements in magazines. Section 2 describes the data and econometric
models used in the present study, including statistical distributions for advertisements by beverage.
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Section 3 presents the empirical results and demonstrates the relationship (or lack thereof) between
cumulative advertising placements and readership demographics. The primary relationship of interest is
the effect of increased numbers of adolescent readers as an explanatory variable and the resulting
proportional change in the cumulative number of alcohol ads. A definitive relationship between the two
variables is evidence of targeting of youth (directly or indirectly), and would therefore provide support
for the policy recommendation of the National Research Council. The lack of a relationship suggests that
alcohol producers exercise appropriate restraint through their self-regulatory codes. Section 4 contains
the conclusions from the study.
1. FIRST AMENDMENT AND ALCOHOL ADVERTISING STUDIES
A long series of Supreme Court decisions, culminating in Central Hudson (447 U.S. 557) in
1980 and 44 Liquormart (517 U.S. 484) in 1996, demonstrate that commercial speech enjoys attenuated
First Amendment rights, and these rights are not trumped by the restrictions on alcohol distribution
contained in the Twenty-First Amendment. In Central Hudson, the Court laid out a four-prong approach
to regulation of commercial speech. First, the message content cannot be misleading and must be
concerned with a lawful activity or product. Second, the government’s interest in regulating the speech
in question must be substantial. Third, the regulation must directly and materially advance that interest.
Fourth, the regulation must be no more extensive than necessary to achieve its goal; that is, there must be
a “reasonable fit” between means and ends, with the means narrowly tailored to achieve the objective.
Applying the third- and fourth-prongs, the Court in 44 Liquormart struck down a Rhode Island
law that banned retail price advertising of beverage alcohol. In doing so, the Court held that a state’s
power to ban alcohol entirely under the Twenty-First Amendment did not include the “lesser power” to
restrict commercial speech in violation of the First Amendment (517 U.S. 484, at 510). The common
understanding prior to the 1980 decision in Midcal Aluminum (445 U.S. 97) was that the Twenty-First
Amendment gave states the absolute power to regulate beverage alcohol, despite interference with other
federal laws. Decisions since Midcal have further weakened states’ ability to use their Twenty-First
Amendment regulatory power in an anti-competitive manner (Denning 2002; Douglas 2000; Foust 2000).
In this context, important alcohol advertising cases include Capital Cities Cable (467 U.S. 691), where
Oklahoma’s ban of cable TV advertising was pre-empted by federal law; Coors (514 U.S. 476) in which
a federal law banning labels displaying alcohol content of beer were held to violate the First Amendment;
Bad Frog Brewery (134 F.3d 87) in which New York’s ban of certain beer labels was not sustained under
Central Hudson; and Utah Licensed Beverage Association (2001 U.S. App. Lexis 16624), where Utah’s
restrictions on alcohol advertising were not sustained under Central Hudson. In Pitt News (2004 U.S.
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App. Lexis 15615), the appeals court for the third circuit struck down Act 199, a Pennsylvania law
passed in 1996 that banned advertisers from paying for the dissemination of alcohol advertising by any
communications media affiliated with a university, college, or other educational institution (i.e., student
newspapers). The state argued that newspapers could run free advertisements, but failed to provide
evidence that the law would be effective in limiting underage drinking. Applying the third- and fourth-
prongs of the Central Hudson test, the court ruled that Act 199 was an impermissible restriction of
commercial speech.
In summary, Central Hudson requires a “balancing-of-interests” test to examine regulation of
commercial speech, including alcohol advertisements. The test weighs the government’s obligations
toward freedom of expression with its interest in limiting the content of some advertisements. In
statistical language, the test reduces the risk of a Type I error (false positive) and the resulting restriction
of commercial speech. Reasonable constraints on time, place, and manner are tolerated, and false or
deceptive advertising remains illegal. However, in order for a regulation of alcohol advertising to be
sustained, it must be demonstrated that the advertising deliberately or unnecessarily targets youth or the
advertisements result in alcohol abuse by youth. Thus, Central Hudson delineates the empirical studies
and results that are likely to be relevant to policymakers and regulators.
Alcohol Advertising in Magazines. Early research on alcohol advertising in magazines was
based on the method of content analysis, which attempts to demonstrate targeting of youth by examining
the content dimensions of alcohol ads. Alcohol content analysis studies were conducted by Atkin and
Block (1981), Breed and DeFoe (1979), and Strictland, Finn, and Lambert (1982). According to
Strictland (1984) and the FTC (1985), content-analysis studies tend to employ overly broad categories to
codify various “lifestyle themes” in advertising and impute motivations to advertisers based on largely
subjective judgements about the themes used in the ads. The evidence provided by content analyses
tends to be informal and anecdotal in nature, and it stops short of the evidence that would likely satisfy
the Central Hudson test.
Placement Studies. Given the shortcomings of content analyses, more recent studies attempt to
measure exposure to alcohol advertisements by adolescents and youth, including two studies published
by the Journal of the American Medical Association (JAMA). Sanchez et al. (2000) examined advertising
placements in a sample of 15 magazines for the period July 1997 to July 1998. However, the authors
used the holdings of a local high school library and did not attempt to obtain missing issues for some of
the magazines. Instead, they simply estimated the total number of ads based on the issues available at the
high school or expanded the sample to include 1998-1999 ads for a few popular magazines. The possible
effects of this inconsistent sampling process were not discussed. Adolescent readership was measured by
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the absolute number of readers in the age group 12-17 years, which ranged from 0.7 million for Harper’s
Bazaar to 5.2 million for Sports Illustrated. In their reported results, the authors simply provide a tabular
ranking of the magazines according to the estimated yearly number of alcohol and tobacco ads, which
fails to account for other differences in readership demographics, such as the number of adult readers.
Using these counts, the top-ranked magazines were Sports Illustrated and Rolling Stone with 5.2 and 1.9
million youth readers, respectively. Based on this limited and incomplete evidence, the authors
concluded that “alcohol advertisers may target youths” (Sanchez et al. 2000, p. 2107).
A second JAMA study of magazine placements and youth readership (ages 12-19) was conducted
by Garfield, Chung, and Rathouz (2003). This study examined the frequency of alcohol advertising in 35
major magazines during the five-year period 1997-2001, conditional on three readership cohorts. Garfield
et al. (2003, p. 2428) report that annual alcohol advertising placements increased proportionately more
than adolescent readership, which suggests targeting of youth. Their Poisson regression model controlled
for the number of readers in two other age groups (young adults, older adults) and three additional
demographic variables (number of readers by gender, race, and income level). There are several
econometric problems with this study. First, none of the explanatory variables vary over time, whereas
the three dependent variables – annual number of alcohol advertisements by beverage – do vary with
time. Consequently, variables for readership cohorts and demographics can only explain cross-sectional
variation in these data, and a set of year dummies explains all of the temporal variation. Second, the
study suffers from collinerarity problems due to use of number of readers for several cohorts, which
simply reflect the total readership of a magazine. Major magazines, such as Sports Illustrated, have large
numbers of youth, young adult, and adult readers. Third, the authors report that they used the Poisson
“regression model for the log advertisement rate” (Garfield et al. 2003, p. 2426). It is unclear if they are
referring to the Poisson model as a nonlinear regression or they have ignored the discrete nature of the
dependent variables and zero counts. It is also unclear if they have handled correctly the duration
dependence in the count data by simple inclusion of time dummies. Fourth, using simple graphs,
Garfield et al. report that the residuals indicate overdispersion in the Poisson model. This result may
mean that there is unobserved heterogeneity of magazines and readers that is not accounted for by the
authors’ covariates. In this case, it may be desirable to estimate regression models that relax the
equidispersion restriction of the Poisson model, but the authors fail to consider alternative models. The
results in Garfield et al. (2003) are tentative at best.
Lastly, advertising placement studies were conducted by the advocacy organization, Center on
Alcohol Marketing and Youth (CAMY 2002a, 2002b). CAMY’s studies cover magazines and other
media, but the studies do not contain any statistical analysis whatsoever. Nevertheless, these studies are
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3 A “point” equals one percent of a potential audience; hence, for a given ad, 50% of a potential audienceequals a rating of 50 points. If an ad appeared in more than one issue of a magazine, the points for each issue areadded together to yield the audience “reach.” “Frequency” is the number of exposures to a given ad, which varies bymedia and population group. Gross rating points are the product of reach and frequency.
4 According to CAMY, “youth-oriented” magazines are those where 15.8% or more of the total audiencereadership (not the paid circulation) is estimated to be between 12-20 years. Hence, widely-popular magazines suchas Sports Illustrated, Car and Driver, and Popular Mechanics are classified as “youth-oriented,” even if thesubscription is paid for by a parent or the vast number of readers are adults. The category cutoff of 15.8% is basedon the 12-20 age cohort as a fraction of the total population (12 years and older), and has no other rational basis fordetermining the nature of a magazine, its intended readership, or other readership demographics (e.g., gender, race,income). This method of categorizing media appears to have originated with an attempt by the Food and DrugAdministration to regulate tobacco advertising; see 61 Federal Register 44396, at 44513 (August 11, 1995).
5 Using a sample of 7th and 8th graders, Tomsen and Rekve (2004) examined the effects of exposure toyouth-oriented magazines in three categories: music/entertainment, sports, and men’s lifestyle. The outcomevariables were beliefs about teenage drinking, drinking expectancies, and drinking frequency in the past 30 days. Youth-oriented magazines are defined using CAMY’s criteria. However, the three categories of magazines werenever examined together. The authors’ results show that alcohol expectancies and drinking frequency wereunaffected by reading of music or sports magazines, and they note that the results for men’s lifestyle magazinesmight reflect selectivity bias. The shortcomings of alcohol expectancy studies are discussed in Nelson (2001).
important for the role that they played in the NRC report (Jernigan and O’Hara 2004); several class
action lawsuits filed against alcohol producers; deceptive advertising petitions to the FTC and TTB; and
a recent FTC (2003) report on regulation of alcohol advertising. Using data on advertising exposure for
“reach” and “frequency,” CAMY measured gross rating points (GRP) for each of three age groups for 98
magazines in 2001, including 24 magazines that CAMY classified as “youth oriented.” However, GRP is
an index of relative exposure of a given group and it ignores the total number of exposures.3 For
example, in 2001, Sports Illustrated (SI) had a youth audience (ages 12-20) of about 6.1 million and a
total readership of 24.4 million, which means that adult readership was 18.3 million or 75% of the total
audience reached by SI. Nevertheless, CAMY classified SI as “youth-oriented” and ignored the larger
absolute number of adult readers in the analysis and conclusions; that is, 75% of SI ads reached adults, so
these ads cannot be seen by more youth than by adults as was wrongly claimed by CAMY.4 According
to the FTC (2003, p. 33), the CAMY data show “the distortions that can arise from considering the GRP
data in isolation.” Given the shortcomings of previous placement studies, another examination of alcohol
advertising in magazines is in order.5
2. ECONOMETRIC METHODS AND DATA
The analysis in this section is based on cumulative placements by beverage in 35 magazines for
the five-year period 1997-2001. This approach ignores year-to-year fluctuations in placements, which
are not of particular interest, and reduces the number of zeros in the ad counts. More important, it is
often argued that advertising has cumulative or lagged effects on adolescent behaviors (Martin 1995),
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and examination of total placements for a given time period captures this broader concern. The number
of ads per magazine (placements) by beverage is from reports by Competitive Media Reporting (e.g.,
CMR 2000). Data sources and a list of the magazines are reported in the data appendix.
Econometric Methods. The econometric procedures are as follows: first, a Poisson regression
model is estimated for the number of alcohol advertising placements per magazine (ad counts). This
regression method accounts for the skewed distribution of placements. Both zero counts and positive
counts are included in these regressions. Statistical tests indicate overdispersion in some Poisson model
specifications (i.e., conditional variance greater than the conditional mean). This means that the same
data-generating process may not apply to the decision to advertise in a given magazine and the second-
stage choice of the number of ads or, alternatively, there is unobserved heterogeneity across magazines
that is not accounted for by the explanatory variables. In light of the policy interest in zero values,
econometric results are reported for the negative binomial model and the zero-inflated Poisson model,
which allow for heterogeneity and overdispersion (Greene 2000, pp. 886-91; Winkelmann 2003).
Explanatory Variables. The key explanatory variables in the study are magazine readerships
for three age groups, which are obtained from Mediamark Research Inc. (MRI 2003a, 2003b). For
adults, the MRI readership data are based on face-to-face interviews and self-reported readership by
13,000 persons. For youth, a mail survey is used (MRI 2003a). MRI takes the readership estimates for
each magazine and extrapolates them to the nation. Readers are divided into three age groups:
adolescents (12 to 19 years); young adults (20 to 24 years); and older adults (25 years or older). These
data represent the audience “reach” of an alcohol advertisement, which is defined as the number of
people in a given population group that has the potential to see an advertisement. In addition,
demographic data by magazine were obtained from MRI (2003b) for the number of male readers (men);
number of black readers (blacks); and number of lower-income readers (no. low income). Additional
explanatory variables in the present study are the number of issues per year (no. of issues), median reader
age for adults 20 years and older (median age), and median reader income (median income). The results
reported below suggest that multicollinearity is reduced by using the median age and income variables.
In lieu of information on the page size of ads, the number of issues is included as a proxy variable. The
cost of an advertisement per exposure should be roughly constant in a cross-section of magazines, and
Garfield et al. (2003, p. 2427) report that their cost measure was not significant. The null hypothesis is
that increased youth readership results in an increase in the number of alcohol placements. Expected
signs and magnitudes for the other explanatory variables are largely uncertain. In principle, the objective
of the study is to “unbundle” the advertising decisions of alcohol producers by examining those
influences that systematically increase (or decrease) the frequency of placements.
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Placement Distributions. Figure 1 shows the skewed distributions of the magazine placement
data by beverage for the advertisement counts. Variances are greater than the unconditional means by a
ratios of 59 to 435, which suggests overdispersion. The empirical question is whether this over-
dispersion disappears on inclusion of the regressors. Most magazines contained only a few alcohol ads
during the five-year period, but a few magazines had a large number of placements (Sports Illustrated for
beer; Sports Illustrated, Rolling Stone, and Entertainment Weekly for spirits; and In-Style for wine).
3. EMPIRICAL RESULTS
Multicollinearity in Readership Numbers. As discussed above, the focus of the empirical
investigation is the number of adolescent readers. However, because major magazines have a large
number of readers in several age groups, this variable is correlated with several other explanatory
variables that are based on readership numbers. When collinearity occurs, it is difficult for a multivariate
regression to estimate the independent contribution of a regressor to the observed variation in the
dependent variable. The consequence is that standard errors are inflated or the empirical results are
sensitive to particular data points in the sample or the model specification (Kennedy 2003). I first
demonstrate the degree of correlation among the readership variables and then introduce two alternative
variables that are less correlated with the number of adolescent readers.
Zero-order correlations (rho) among the explanatory variables are shown in Table 1 for each
beverage. Examining each beverage is necessary due to the possible restrictions placed on the estimation
by the zero placements as well as the controversies that surround the advertising practices of different
producers. Table 1 shows several high correlations (rho > 0.50) among the number of readers in each age
group, especially between youth and young adults (rho > 0.75). This is not surprising because a popular
magazine with a larger readership tends to have a large number of readers in all age groups. The simple
correlation between youth and young adults is particularly high, and may illustrate a spillover dilemma
faced by regulators; that is, what is read and enjoyed by young adults is also likely to read by youth (see
the data appendix). Youth readership also tends to be correlated with readerships for men and lower-
income readers. However, the last two columns show lower correlations when two alternative readership
variables are introduced; these are the median age of adult readers and median income of adult readers.
None of the correlations in the last two columns are statistically significant. In the regression analysis, I
show the effect of replacing the variables for young adult and older adult readers with the median age of
adult readers (ages 20+). Because it is important to the policy results, the variable for number of youth is
always included in the regressions. I also show the effects of replacing the number of lower-income
readers with the variable for the median income of readers.
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6 As an experiment, I replaced the number of youth readers with the percent of total readers who are youth. This change did not alter the youth results in the median age regressions for either beer or wine. The youthcoefficients for spirits were negative and significant, which does not support targeting of youth.
Poisson Regression Results. In Table 2, the dependent variables are total numbers of beer,
spirits, or wine magazine advertisements for the period 1997-2001, including zero counts. The estimated
coefficients indicate the proportional increase in the number of placements for a one unit increase in an
explanatory variable (Cameron and Trivedi 1998, p. 81). More generally, positive coefficients indicate
that advertisers tend to favor or “target” magazines with the reader characteristic in question, while
negative coefficient indicate the opposite effect. Further, in the Poisson model, the explanatory variables
interact in a multiplicative manner. Robust standard errors are used to determine statistical significance
at the 95% confidence level, two-tailed test.
The results in Table 2 fail to demonstrate that targeting of youth is occurring. For beer and wine,
the youth coefficient is never statistically significant, while the significantly positive coefficient for
spirits in regression (4) is not robust. Four of nine estimates for youth are negative. Coefficients for
young adults are significantly positive for spirits and wine, while the coefficient for older adults is
significantly negative for beer. The alternative demographic for adult readers – median age for adult
readers – is significantly negative in five of six regressions, but the youth coefficients in these
regressions are insignificant.6 Median age and median reader income are significantly positive for wine.
Overall, the results indicate that beer and spirits advertisers favor magazines with more readers among
younger adults, men, and blacks, but not adolescents. Wine advertisers favor magazines with more adults
and higher-income readers, but not adolescents. With regard to collinearity, median age and income of
readers provide a better fit for beer as indicated by the log-likelihood values. All of the regressions are
statistically significant based on a Wald test, except regression (8) for wine.
Tests for Overdispersion in Table 2. A well-know problem with the Poisson model is the
presumed equality of the conditional mean and variance functions (equidispersion). This restriction may
not hold due to unobserved heterogeneity or because the zero outcomes of the data-generating process are
quantitatively different from the positive outcomes. The proportion of zeros in the placement data are
22% for beer; 11% for spirits; and 31% for wine. It also is conceivable that different models apply to
different magazines and beverages, and this is reflected in different proportions of zeros in the sample.
For example, it is not clear if a zero placement arises because advertisers did not happen to use a
particular magazine during the study period or because that magazine would never be chosen for a
particular beverage (e.g., a zero count for wine ads in Popular Mechanics). Additional tests may be
required using alternative econometric models.
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7 The full complement of specifications in Table2 were estimated for both models, but the results parallelthose in Table 2 and are not reported here. The zero-inflated negative binomial model was not concave for wine andthese results are omitted for all beverages. Excluding the zero placement counts does not change my results.
Using the results in Table 2, two tests for overdispersion were conducted. The regression-based
test due to Cameron and Trivedi (1990) is based on the actual residuals, while the test suggested by
Wooldridge (1996) is based on the standardized residuals. For beer advertising, overdispersion was
rejected for all three of the regressions. For spirits, overdispersion was found for all three regressions
using Wooldridge’s test, but not using Cameron and Trivedi’s test. The overdispersion results were
sensitive to the treatment of the error terms, with robust standard errors tending to lead to a rejection of
the null of overdispersion. For wine, overdispersion was found for regressions (7) and (9) using
Cameron and Trivedi’s test, but not using Wooldridge’s test. In light of these mixed findings, it is
desirable to examine the assumptions of the data-generating process by estimating the negative binomial
model and the zero-inflated Poisson model. The negative binomial model relaxes the presumed equality
of the mean and variance functions and allows for between-observation heterogeneity. The zero-inflated
Poisson model relaxes the equidispersion assumption and allows the zero counts to be generated by a
binary selection process (Winkelmann 2003).
Alternative Econometric Estimates. Table 3 displays the estimates for negative binomial and
zero-inflated Poisson regressions. Two alternative specifications are reported for spirits in light of the
positive youth coefficient found in Table 2. None of the youth coefficients in Table 3 are statistically
significant, including those for distilled spirits. In other respects, the results are similar to Table 2.7
Median reader age for adults is significantly negative for beer and spirits, while median age is
significantly positive for wine in regression (4). Male readership is significantly positive for beer and
spirits, while median income is significantly positive for wine. Black readership is significantly positive
for all beverages in the negative binomial regressions, but not in the zero-inflated Poisson regressions.
The regressions fail to demonstrate targeting of youth by magazine advertisers.
The alpha overdispersion parameters in the negative binomial model are given in the last row of
Table 3, which suggest overdispersion in the Poisson model (Cameron and Trevidi 1998, p. 79). The
undeflated Poison model is nested within the negative binomial model (Winkelmann 2003, p. 104).
Using comparable results in Tables 2 and 3, a likelihood ratio (LR) test strongly rejects the Poisson
model in favor of the negative binomial model. The LR test statistics are 496.4 (beer), 3800 (spirits), and
631.7 (wine). The critical value of the chi-square distribution with one degree of freedom is only 50.9 at
the 99% confidence level. The Poisson model does not nest the zero-inflated Poisson model. Vuong’s
(1989) test for nonnested models can be applied, and the test statistic has a standard normal distribution
11
8 In Bolger (463 U.S. 60), the First Amendment issue was a Postal Service regulation that prohibitedunsolicited mailings of advertisements for contraceptives. Speaking for the Court, Justice Marshall reaffirmed that“the government may not reduce the adult population . . . to reading only what is fit for children” (463 U.S. 60, at73). He went on to discuss the marginal degree of protection provided by the advertising ban and the benefits deniedto adults and adolescents alike from greater amounts of information.
(Greene 2000, p. 891). Applying this test yields statistics with positive values of 2.03 (beer), 0.46
(spirits), and 2.17 (wine). Values less than 2.0 do not favor one model over another, which is the case for
spirits. The values for beer and wine are close to 2.0, suggesting that the preferred model is the negative
binomial. In any event, the primary finding is that the null hypothesis of non-targeting of youth cannot
be rejected in these data.
4. CONCLUSIONS
Based on the results in this study, beer and spirits producers tend to advertise in magazines with
more young adult readers (ages 20-24), men, and blacks. Wine advertisers tend to target older readers
(age 25+) and higher-income readers. Adolescent readers are not important statistically for any beverage.
This result holds for all beverages, including beer, which is generally regarded as the alcohol beverage
that is preferred by youth. The study by Garfield, et al. (2003) wrongly concluded that beer and spirits
producers were targeting adolescent readers through magazine placements. This conclusion does not
withstand analysis that accounts for the collinearity that exists among the explanatory variables for
numbers of readers, the lack of time variation in the covariates, and overdisperision of the residuals. All
three econometric models failed to provide evidence that supports the criteria of the Central Hudson test.
The results in the present study do suggest a dilemma for policymakers: major magazines have
large numbers of readers in several demographic groups, including youth.8 However, the relationship
between the number of readers and the percent of readers in each age group will vary by magazine. At
the request of the U.S. Congress, two recent reports by the Federal Trade Commission (FTC 1999, 2003)
examined the ability of the alcohol industry to self-regulate its advertising practices. Through 2002, most
of the industry followed a standard that at least 50% of an advertisement’s audience should consist of
adults aged 21 and over. This limit should be reflected in the empirical results above. However, as noted
by the FTC (2003), this standard still allows alcohol ads to reach substantial numbers of youths. The
main outcome of the FTC investigation was a suggestion that the industry should limit its ads to media
with at least 70% adults in the audience, which would prohibit alcohol ads in many major magazines with
large numbers of adult readers. Because the relationship between alcohol consumption and advertising is
non-existent or weak at best, the dilemma posed by this partial ban is that costs of regulation are incurred
without any obvious benefits in terms of reductions in underage alcohol consumption.
12
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15
Data Appendix
Variable Description and Data Source
Advertising placement countsfor beer, spirits, and wine andwine coolers
Cumulative number of alcohol advertisements per magazine for the years1997-200; Beer ads include favored malt beverages and wine ads include winecoolers; Competitive Media Reporting and Garfield et al. (2003)
Readers by age group Number of readers in millions for the age groups 12-19 years, 20-24 years, and25 years and more; Mediamark Research Inc. and Garfield et al. (2003)
Median age of adult readers Median age of adult readers (20+ years) in 1999; Mediamark Research Inc.,Pocketpiece Reports (Fall 1999)
Men readers Number of adult male readers in millions; Mediamark Research Inc. andGarfield et al. (2003)
Black readers Number of adult black readers in millions; Mediamark Research Inc. andGarfield et al. (2003)
Lower-income readers Number adult readers with annual household incomes of less than $30,000 in 1999. Mediamark Research Inc. and Garfield et al. (2003).
Median household income of readers
Median household income of readers in 1999; Mediamark Research Inc.,Pocketpiece Reports (Fall 1999)
Issues per year Number of annual issues per magazine; author’s count based on MediamarkResearch Inc., Pocketpiece Reports (Fall 1999)
List of magazines (Y indicates estimated youth readership (ages 12-19) is 14% or more): Allure (Y), Better Homes andGardens, Car and Driver (Y), Cosmopolitan (Y), Ebony (Y), Elle (Y), Entertainment Weekly (Y), Essence (Y), FamilyCircle, Field and Stream, Glamour (Y), Good Housekeeping, In Style (Y), Jet (Y), Life (Y), Maria Claire (Y), MotorTrend (Y), National Geographic (Y), Newsweek (Y), People Weekly, Popular Mechanics (Y), Popular Science (Y),Reader’s Digest, Road and Track (Y), Rolling Stone (Y), Soap Opera Digest (Y), Spin (Y), Sport (Y), Sporting News(Y), Sports Illustrated (Y), Time, TV Guide (Y), Vibe (Y), Vogue (Y), and Women’s Day.
16
Table 1. Zero-order correlations among selected explanatory variables
All 0.782* 0.604* 0.536* 0.798* 0.350 0.634* 0.210 -0.189Notes: Asterisks indicate statistically significant correlations at the 99% level; critical values are beer, 0.529; spirits, 0.494; wine,0.561; and all, 0.465. Different samples by beverage reflect exclusion of zero counts, except in the last row. Youth variable is theestimated number of adolescent readers (ages 12-19) for a magazine; young adults is number of readers ages 20-24 years; adults isnumber of readers ages 25+ years; males is number of male readers; blacks is number of black readers; low income is number ofreaders with annual household income of less than $30,000; median age is average age of readers 20 years and older; and medianincome is average household income of adult readers in 1999 dollars.
17
Table 2. Poisson regression analysis of alcohol advertisements counts (dependent variables: Magazine advertising placements by beverage, zero counts included; z statistics shown below parameter estimates)
Log L -458.8 -402.3 -378.1 -1580 -2004 -2099 -251.3 -532.4 -413.9Notes: Dependent variables are total number of advertisements during the period 1997-2001, with zero observationsincluded. Poisson estimates obtained using Intercooled Stata 8.2. Z-statistics in parentheses are based on robust standarderrors; an asterisk indicates a statistically significant coefficient at the 95% level, two-tailed test. All regressions arestatistically significant based on a Wald chi-square test, except regression (8). Readership numbers (no.) are expressedin millions of people. Median income is in thousands of 1999 dollars. Log L is the log-likelihood value.
18
Table 3. Count data regression analysis of alcohol advertisements (dependent variables: Magazine advertisingplacements by beverage, zeros included; z statistics shown below parameter estimates)
Model ----------- Negative Binomial ----------- -------- Zero-Inflated Poisson --------
Variable(1)
Beer(2)
Spirits(3)
Spirits(4)
Wine(5)
Beer(6)
Spirits(7)
Spirits(8)
Wine
Constant 11.07(5.81)*
12.65(5.56)*
1.211(.650)
-16.85(4.49)*
11.27(7.79)*
10.53(6.01)*
3.150(3.87)*
-4.101(1.08)
Youth(no.)
-0.287(1.24)
-0.554(1.56)
0.050(.190)
0.814(1.91)
-0.096(.610)
-0.162(.740)
0.161(.750)
0.494(1.18)
Young Adult(no.)
--- --- 0.865(3.00)*
--- --- --- 0.639(3.89)*
---
Adults (no.) --- --- -0.224(4.65)*
--- --- --- -0.140(4.00)*
---
Medianage (yrs)
-0.228(5.40)*
-0.340(3.83)*
--- 0.160(3.04)*
-0.211(7.89)*
-0.202(4.83)*
--- 0.096(1.75)
Men (no.) 0.273(2.97)*
0.329(2.25)*
0.169(1.76)
-0.323(2.93)*
0.229(5.00)*
0.163(2.46)*
0.048(.910)
-0.124(.950)
Blacks(no.)
0.192(2.51)*
0.313(2.42)*
0.186(2.12)*
0.420(2.06)*
0.045(.380)
0.125(1.70)
0.031(.420)
-0.145(.750)
Medianincome
-0.030(1.63)
0.053(1.17)
0.046(1.48)
0.200(4.77)*
-0.039(1.95)
0.007(.610)
0.017(1.45)
0.048(2.10)*
No. of issues 0.018(1.10)
0.029(2.89)*
0.026(2.60)*
0.027(2.07)*
0.018(2.19)*
0.027(3.31)*
0.024(2.68)*
0.016(1.30)
pseudo-R2 0.085 0.065 0.072 0.103 na na na na
Log L -129.9 -199.1 -197.7 -98.07 -269.9 -2026 -1970 -307.1
alpha (s.e.)
1.584(.507)
1.196(.288)
1.102(.244)
1.718(.568)
--- --- --- ---
Notes: Dependent variables are total number of advertisements during the period 1997-2001, with zero observationsincluded. Poisson estimates obtained using Intercooled Stata 8.2. Z-statistics in parentheses are based on robust standarderrors; an asterisk indicates a statistically significant coefficient at the 95% level, two-tailed test. All regressions arestatistically significant based on a Wald chi-square test. Readership numbers (no.) are expressed in millions of people.Median income is in thousands of 1999 dollars. Log L is the log-likelihood value and alpha is the overdispersionparameter in the negative binomial model.
19
0
5
10
15
20
25
30
0 50 100 150 200 250 300 350
S e ries : B E E R AD S
Mean 34.34286Median 5.000000Maximum 367.0000Minimum 0.000000Std. Dev. 70.87103Skewness 3.444242Kurtosis 15.54153
Jarque-Bera 298.5807Probability 0.000000
To ta l A ds per M agaz ine
0
4
8
12
16
20
24
28
0 20 40 60 80 100
S er ies : W INE AD S
Mean 12.08571Median 2.000000Maximum 108.0000Minimum 0.000000Std. Dev. 23.63742Skewness 2.580516Kurtosis 9.563047
Jarque-Bera 101.6602Probability 0.000000
To ta l A ds per M agaz ine
0
4
8
12
16
20
0 200 400 600 800 1000 1200 1400
S e ries : S P IR ITS AD S
Mean 214.4000Median 126.0000Maximum 1470.000Minimum 0.000000Std. Dev. 305.4086Skewness 2.517676Kurtosis 9.901815
Jarque-Bera 106.4435Probability 0.000000
To ta l A ds per M agaz ine
C ounts
C ounts
C ounts
Figure 1. Distribution of Alcohol Advertisement Counts in Major Magazines, 1997-2001