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 ...