Acyrthosiphon pisum;
alternative stable states;
Aphidius ervi;
complex dynamics;
mortality events;
periodic mortality;
predator-prey interactions;
predator-prey population dynamics;
stochastic model of predator-prey interactions;
D O I:
10.1890/0012-9658(2000)081[3330:PMEIPP]2.0.CO;2
中图分类号:
Q14 [生态学(生物生态学)];
学科分类号:
071012 ;
0713 ;
摘要:
Many species experience periodic mortality events, often in the form of winter, yet there is little understanding of how periodic mortality may affect population dynamics. We investigate the effects of periodic mortality on the population dynamics of a predator and its prey, both of which have multiple generations between mortality events. Using the simplest possible model of predator-prey interactions, we show that periodic mortality may produce complex dynamics including alternative stable cycles. Periodic mortality events may also create predator-prey cycles that rotate backwards, with prey densities lagged behind predator densities. The addition of random environmental variability to the model demonstrates that periodic mortality can be a strong driver of population variability, with the vestiges of deterministic cycles taking the form of eruptive patterns in the long-term dynamics of the predator-prey system. These results show that the longterm population dynamics of systems experiencing regular episodes of mortality may exhibit a wealth of patterns not seen in the absence of periodic mortality events.
机构:
Comenius Univ, Fac Math Phys & Informat, Dept Math Anal & Numer Math, Bratislava 84248, SlovakiaComenius Univ, Fac Math Phys & Informat, Dept Math Anal & Numer Math, Bratislava 84248, Slovakia
Pacuta, Julius
Susanto, Hadi
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机构:
Khalifa Univ, Dept Math, Abu Dhabi, U Arab EmiratesComenius Univ, Fac Math Phys & Informat, Dept Math Anal & Numer Math, Bratislava 84248, Slovakia