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Applications of boundary value problem and impulsive effects to control harmful species

机译:边值问题和冲动效应在控制有害物种中的应用

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A predator-prey model with impulsive effect concerning biological strategy as well as chemical strategy is proposed and analyzed, at the same time, the application of boundary value problem to the system of two species with impulsive control in finite time are investigated. In this paper, the short-term managements of species are investigated by means of the theory of impulsive differential equations and boundary value problem, the comparison principle, the upper and lower solutions. By the comparison principle, the conditions under which the model has a solution are found by a series of the upper solutions and the conditions under which the model has no solution are also given by a series of the lower solutions.
机译:提出并分析了具有生物和化学策略的脉冲效应的捕食-被捕食模型,同时研究了边值问题在有限时间的脉冲控制下对两种种群系统的应用。本文利用脉冲微分方程和边值问题理论,比较原理,上下解方法研究了物种的短期管理问题。根据比较原理,模型具有解的条件由一系列的上解找到,而模型无解的条件也由一系列的下解给出。

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