We present a dynamic model of the evolution of host resistance to avian bro
od parasites, when the latter can retaliate against hosts that reject paras
itic eggs. In a verbal model, Zahavi (1979, American Naturalist, 113, 157-1
59) suggested that retaliatory cuckoos might prevent the evolution of host
resistance by reducing the reproductive success of rejecter hosts (i.e. by
destroying their eggs or nestlings). Here we develop a model based on the a
ssociation between the great spotted cuckoo, Clamator glandarius, and its m
ain host, the European magpie, Pica pica, because this is the only system t
hat has provided supportive evidence, to date, for the existence of retalia
tory behaviour. Our aims were (1) to derive the conditions for invasion of
the retaliation strategy in a nonretaliatory parasite population and (2) to
investigate the consequences of retaliation for the evolution of host defe
nce. If we assume a cost of discrimination for rejecter hosts in the absenc
e of parasitism, and a cost paid by a retaliator for monitoring nests, our
model shows cyclical dynamics. There is no evolutionarily stable strategy,
and populations of both hosts and parasites will cycle indefinitely, the pe
riod of the cycles depending on mutation and/or migration rate. A stable po
lymorphism of accepters and rejecters occurs only when parasites are nonret
aliators. The spread of retaliator parasites drives rejecter hosts to extin
ction. (C) 1999 The Association for the Study of Animal Behaviour.