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出 处:《科技信息》2013年第1期12-13,共2页Science & Technology Information
基 金:山东科技大学"春蕾计划"项目课题研究成果,项目名称<脉冲泛函微分方程解的稳定性及其在种群动力学中的应用>,项目编号2010AAZ070
摘 要:In this paper, a predator -prey model with stage structure and double time delays in pollution environment is modeled. By using comparison theorem of impulsive differential equation, dynamics behaviors of the system is analysised. We prove that the pest-extinction solution of the system is the globally attractive for R 1 <1.In this paper, a predator -prey model with stage structure and double time delays in pollution environment is modeled. By using comparison theorem of impulsive differential equation, dynamics behaviors of the system is analysised. We prove that the pest-extinction solution of the system is the globally attractive for R 1 〈1.
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