2004•Journal of Guangxi University for NationalitiesRequires access

Global Attractivity in a Delay Differential Equation

Liang Zhi-qing

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Abstract

The aim of this paper is to condisere a Delay Differential Equations x′(t)=x(t)r(t)[1-bx~p(t-τ)-cx~q(t-τ)],where a0,b0,qp0,τ0,r(t)∈C[(0,∞),(0,∞)],and obtained Sufficient conditions for the global attractivity of all positive solutions of aclass of equations.

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What this paper is about

The aim of this paper is to condisere a Delay Differential Equations x′(t)=x(t)r(t)[1-bx~p(t-τ)-cx~q(t-τ)],where a0,b0,qp0,τ0,r(t)∈C[(0,∞),(0,∞)],and obtained Sufficient conditions for the global attractivity of all positive solutions of aclass of equations.

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Available abstract

The aim of this paper is to condisere a Delay Differential Equations x′(t)=x(t)r(t)[1-bx~p(t-τ)-cx~q(t-τ)],where a0,b0,qp0,τ0,r(t)∈C[(0,∞),(0,∞)],and obtained Sufficient conditions for the global attractivity of all positive solutions of aclass of equations.

Key concepts: Delay differential equation, Mathematics, Applied mathematics, Differential equation, Computer science, Mathematical analysis

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