摘要
研究一类具有Holling功能性反应的捕食—食饵两种群同时捕获模型,增加捕获项,推广了文献已有的功能性反应的捕食—食饵两种群模型结果,得到了平衡点稳定的阈值,从生态学的意义上得到了两种群持续生存的充分条件.
Analyzing model of the prey-predator simultaneous harvest with the holling power function increases harvest term and spreads the solutions of the prey-predator model to the original problem. The threshold value of asymptotic stability at the equilibrium points is also got; therefore sufficient conditions of two species persistence are ecologically obtained.
出处
《渭南师范学院学报》
2006年第2期13-16,共4页
Journal of Weinan Normal University
基金
渭南师范学院重点基金资助项目(04YKF010)
关键词
捕食-食饵的模型
平衡点
渐进稳定
功能性反应
同时捕获
prey-predator model
equilibrium point
asymptotic stability
power function
simultaneous harvest.
