TWIN POSITIVE PERIODIC SOLUTIONS OF FUNCTIONAL DIFFERENTIAL EQUATIONS WITH INFINITE DELAY

Song Changxiu (School of Math. Sciences; South China Normal University; Guangzhou 510631 School of Applied Math.; Guangdong University of Technology; Guangzhou 510006)

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TWIN POSITIVE PERIODIC SOLUTIONS OF FUNCTIONAL DIFFERENTIAL EQUATIONS WITH INFINITE DELAY

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＜正＞In this paper, the author studies a class of nonlinear functional differential equation. By using a fixed point theorem in cones, sufficient conditions are established for the existence of twin positive periodic solutions.

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《应用数学年刊：英文版》 |2006年第3期|356-359|共4页
作者
Song Changxiu (School of Math. Sciences; South China Normal University; Guangzhou 510631 School of Applied Math.; Guangdong University of Technology; Guangzhou 510006);
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中图分类微分方程、积分方程;
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1. The Existence and Uniqueness for the Solution of Neutral Stochastic Functional Differential Equations with Infinite Delay [J] . Hua Bin CHEN . 数学研究与评论 . 2010,第4期
2. The Existence and Uniqueness for the Solution of Neutral Stochastic Functional Differential Equations with Infinite Delay [J] . Hua Bin CHEN . 数学研究及应用 . 2010,第4期
3. POSITIVE SOLUTIONS 0F A CLAAS 0FNEUTRAL DELAY DIFFERENCE EQUATIONS [C] . . 第二届全国青年常微分方程理论与应用学术会议 . 1998
4. Almost periodic solutions of n-species nonautonomous lotka--Volterra competitive systems with infinite delays [A] . 黄春燕 . 2012

TWIN POSITIVE PERIODIC SOLUTIONS OF FUNCTIONAL DIFFERENTIAL EQUATIONS WITH INFINITE DELAY

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