Positive Periodic Solutions for a Class of Neutral Impulsive Systems with Infinitely Distributed Delay

机译：一类具有无限分布时滞的中立型脉冲系统的正周期解

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Based on the coincidence degree theory and its related continuation theorem as well as some a priori estimates, we explore the existence of positive periodic solutions of a class of neutral impulsive systems with infinitely distributed delay. Easily verifiable sufficient conditions were established.

机译：基于重合度理论及其相关的连续定理以及一些先验估计，我们探索了一类具有无限分布时滞的中立脉冲系统的正周期解的存在性。建立了易于验证的充分条件。

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《ICIDSA'06;International conference on impulsive dynamical systems and applications》|2006年|1-4|共1页
会议地点 Qingdao(CN);Qingdao(CN)
作者
Cao Hongxia;
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School of Management South Central University for Nationalities Wuhan Hubei 430074;

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机译：一类具有无限分布时滞的Lotka-Volterra型脉冲系统的正周期解的存在性

Positive Periodic Solutions for a Class of Neutral Impulsive Systems with Infinitely Distributed Delay

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