抽象的

Stability Analysis of a Discrete Prey - Predator Model with Ratio Dependence

M.Reni Sagaya Raj, A.George Maria Selvam and V.Sathish

In this paper, a discrete food web system with ratio-dependent functional response is proposed and analysed. The model is characterized by a coupled system of first order non-linear difference equations. The fixed points are computed and criteria for stability of the system are obtained. Time plots and the phase portraits are obtained for different sets of parameter values. The numerical simulations not only illustrate the validity of our results, but also exhibit more complex dynamical behaviours. 2010 Mathematics Subject Classification. 39A30, 92D25.

索引于

学术钥匙
研究圣经
引用因子
宇宙IF
参考搜索
哈姆达大学
世界科学期刊目录
学者指导
国际创新期刊影响因子(IIJIF)
国际组织研究所 (I2OR)
宇宙

查看更多