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1.This paper is devoted to study the following prey-predator system model with sparssing efffect. (The equation is abbreviated).
摘要研究如下一类具稀疏效应的食饵-捕食模型(方程式略)。收藏指正
2.Existence of Positive Periodic Solution of a Ratio-Dependent Discrete Time Leslie Predator-Prey Model with Holling ⅢType Functional Response
具有HollingⅢ类功能性反应的基于比率的离散Leslie捕食者-食饵模型正周期解的存在性收藏指正
3.The model was generated by the prey - predator - - super predator structure, which was thoroughly studied in earlier biological papers (Olsen LF , Degn H. Chaos in biological systems. Quart Rev Biophysics 1985) .
模型是建立在被捕食者——捕食者——超级捕食者这个模型之上的,早期的相关论文(Olsen LF,Degn H Chaos in biological systems.Quart Rev Biophysics1985)对其有所研究。收藏指正
4.This note studies two-species metapopulations dynamics com mon model considering of the affect of interspecific interaction to colonization and extinction rate and rescue effect,demostrates the conditions of two specie s capable of coexistence in the competitor,predator-prey or mutualist system.
在考虑种间相互作用对定居率和绝灭率的影响以及逃避效应的基础上建立了两物种相互作用的异质种群动态的一般模型,通过模型分析说明了竞争、捕食和互惠共生系统中两物种能够共存的条件.收藏指正
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