Antagonistic interaction, like those between a host and its parasite, are known to cause oscillations in genetic structure of both species, usually referred to as Red Queen dynamics (RQD).The RQD is believed to be a plausible explanation for the evolution of sex/recombination, although numerous theoretical models showed that this may happen only under rather restricted parameter values (selection intensity, epistasis, etc.). Here, we consider two diploid antagonists, each with either two or three selected loci; the interaction is based on matching phenotypes model. We use the RQD, whenever it emerges in this system, as a substrate to examine the evolution of one recombination feature, condition dependence in diploids, which still remains an underexplored question. We consider several forms of condition-dependent recombination, with recombination rates in the host being sensitive either to the parasite's mean fitness, or to the host's infection status, or to the host's genotype fitness. We show that all form of condition-dependent recombination can be favored over the corresponding optimal constant recombination rate, even including situations in which the optimal constant recombination rate is zero.
BACKGROUNDAntagonistic interactions, like those between a host and its parasite, a prey and its predator, or a plant and its herbivore, are omnipresent in nature. Such interactions are long known to cause more or less regular oscillatory dynamics. In early 1920s Lotka[1] and Volterra [2] theoretically predicted oscillations in the ecological dynamics of the antagonists, i.e. in their population size or population density. The anticipated pattern was then observed both in field and lab; remarkably, pairs of host/parasite [3][4][5], prey/predator [6][7][8], and plant/herbivore [9] behaved in a qualitatively similar way,