TY - JOUR
T1 - Adaptive Evolution of Defense Ability Leads to Diversification of Prey Species
AU - Zu, Jian
AU - Wang, Jinliang
AU - Du, Jianqiang
PY - 2014/6
Y1 - 2014/6
N2 - In this paper, by using the adaptive dynamics approach, we investigate how the adaptive evolution of defense ability promotes the diversity of prey species in an initial one-prey-two-predator community. We assume that the prey species can evolve to a safer strategy such that it can reduce the predation risk, but a prey with a high defense ability for one predator may have a low defense ability for the other and vice versa. First, by using the method of critical function analysis, we find that if the trade-off is convex in the vicinity of the evolutionarily singular strategy, then this singular strategy is a continuously stable strategy. However, if the trade-off is weakly concave near the singular strategy and the competition between the two predators is relatively weak, then the singular strategy may be an evolutionary branching point. Second, we find that after the branching has occurred in the prey strategy, if the trade-off curve is globally concave, then the prey species might eventually evolve into two specialists, each caught by only one predator species. However, if the trade-off curve is convex-concave-convex, the prey species might eventually branch into two partial specialists, each being caught by both of the two predators and they can stably coexist on the much longer evolutionary timescale.
AB - In this paper, by using the adaptive dynamics approach, we investigate how the adaptive evolution of defense ability promotes the diversity of prey species in an initial one-prey-two-predator community. We assume that the prey species can evolve to a safer strategy such that it can reduce the predation risk, but a prey with a high defense ability for one predator may have a low defense ability for the other and vice versa. First, by using the method of critical function analysis, we find that if the trade-off is convex in the vicinity of the evolutionarily singular strategy, then this singular strategy is a continuously stable strategy. However, if the trade-off is weakly concave near the singular strategy and the competition between the two predators is relatively weak, then the singular strategy may be an evolutionary branching point. Second, we find that after the branching has occurred in the prey strategy, if the trade-off curve is globally concave, then the prey species might eventually evolve into two specialists, each caught by only one predator species. However, if the trade-off curve is convex-concave-convex, the prey species might eventually branch into two partial specialists, each being caught by both of the two predators and they can stably coexist on the much longer evolutionary timescale.
KW - Biodiversity
KW - Evolutionarily stable coexistence
KW - Evolutionary branching
KW - Evolutionary dynamics
KW - Trade-off
UR - https://www.scopus.com/pages/publications/84899945929
U2 - 10.1007/s10441-014-9218-8
DO - 10.1007/s10441-014-9218-8
M3 - 文章
C2 - 24770878
AN - SCOPUS:84899945929
SN - 0001-5342
VL - 62
SP - 207
EP - 234
JO - Acta Biotheoretica
JF - Acta Biotheoretica
IS - 2
ER -