utility of blocking. Hence, the fraction of blocking consumers is ς ¼1 GvðÞ. Consider
the game in which, simultaneously, consumers decide whether to block and advertisers
decide how many ads to send. A pair (ς
, h
) constitutes an equilibrium of this game. In
this model, the cost–benefit ratios for advertisers and consumers, κ/Λ and ϕ/(1 Λ), play
a decisive role. They reflect the cost of an ad relative to the benefit of a successful match.
Johnson (2013) shows that the second-best advertising level (when consumers are free
to block advertising) is smaller than the equilibrium level h
if and only if the cost–benefit
ratio on the consumer side is larger than the cost–benefit ratio on the advertiser side. In
equilibrium, advertisers are indifferent about whether to place the marginal ad. Since the
marginal probability of trade is the same for advertisers and consumers, intuitively there is
socially insufficient advertising if consumers place a higher value on ads than advertisers.
If the reverse holds, advertisers post too many ads.
70
Improved tracking—i.e., an increase in ψ—keeping blocking decisions unchanged,
leads to more advertising if the surplus derived from the marginal ad exceeds the surplus
derived from the unconditional average ad. If advertisers increase advertising due to
improved tracking, this must mean that they gain more from the marginal ad than from
the unconditional average ad. This must continue to hold if consumers adjust their block-
ing decision.
Johnson (2013) shows that improved tracking increases advertiser profits in
equilibrium, even though this may imply more blocking. Whether consumers gain or
lose from improved tracking is ambiguous.
71
Depending on the information available to advertisers, when there are multiple plat-
forms, advertisers may waste impressions by hitting the same consumer more than once even
if tracking is perfect on each platform. If, however, platforms share cookie information—a
practice called cookie matching—advertisers can avoid such multiple exposures.
Athey et al. (2014) consider a market with two platforms that perfectly track con-
sumers on their own platform (i.e., a consumer gets an ad at most once on this platform),
but may not observe the exposure of consumers to advertising on the other platform.
72
They investigate the impact of this lack of cookie matching on market outcomes and
70
The results of van Zandt (2004) and Anderson and de Palma (2009) can also be interpreted as showing the
possibility of socially excessive advertising. In their models, socially excessive advertising may arise because
lower-value ads crowd out higher-value ads, an issue we return to in
Section 10.6.2. In contrast, in
Johnson (2013), a larger ad level encourages consumers to block ads.
71
If advertisers have to pay a media website to place ads (an issue not considered by Johnson, 2013), the
website can manage the ad level of advertisers. Suppose that the media website charges a price per ad.
This price enters the advertiser’s profit function as part of its cost κ. A welfare-maximizing single media
website (which cannot directly control blocking) will then implement the second-best optimal advertising
level. A profit-maximizing, monopolistic ad-financed media website will also internalize the effect of ad
levels on blocking. However, it will typically not implement the second best. The effect of the tracking
technology on total and consumer surplus in such a media market has yet to be explored.
72
Ghosh et al. (2012) provide a related analysis, which also shows that in some cases platforms prefer to share
cookie information, whereas in others they do not.
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Handbook of Media Economics