由人口模型引起的非线性泛函时滞微分方程

Q4 Mathematics Advances in Dynamical Systems and Applications Pub Date : 2019-06-04 DOI:10.37622/adsa/14.1.2019.67-81

Y. Raffoul

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引用次数: 1

摘要

在这项研究中，我们的目的是使用一种新的参数公式来分析由人口模型x ' (t) = g(x(t)) - g(x(t - L))引起的纯非线性泛函延迟微分方程的行为。我们的方法将基于不动点理论的使用，通过在适当的空间上构造适当的映射。AMS学科分类:39A10,34A97。

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Nonlinear Functional Delay Differential Equations Arising from Population Models

In this research, our aim is to use a new variation of parameters formula to analyze the behavior of the purely nonlinear functional delay differential equation that arise from population models x′(t) = g(x(t))− g(x(t− L)). Our approach will be based on the use of fixed point theory, by constructing suitable mapping on appropriate spaces. AMS Subject Classifications: 39A10,34A97.

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来源期刊

Advances in Dynamical Systems and Applications Mathematics-Analysis

CiteScore

0.30

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0.00%

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