一类二阶高阶导数微分方程的周期解

IJISCS International Journal of Information System and Computer Science Pub Date : 2022-08-31 DOI:10.56327/ijiscs.v6i2.1224

R. Butris, Noori Raad Noori

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引用次数: 0

摘要

研究了一类二阶高阶微分方程周期解的存在性、唯一性和稳定性。我们提供了广泛的限定条件，包括Samoilenko方法所使用的数值解析方法来研究微分方程非线性系统周期解的存在性和逼近性。我们给出了问题的一个适当解，并通过对函数的弱条件的假设，将Shlapak的结果推广到更一般的情况

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PERIODIC SOLUTION OF A SECOND ORDER OF DIFFERENTIAL EQUATIONS WITH HIGHER DERIVATIVES

The study deals with the existence, uniqueness, and stability of periodic solution of a second order of differential equations with higher derivatives. We provide a wide range of qualifications including the numerical-analytic method has been used by the Samoilenko method to investigate the existence and approximation of periodic solutions of nonlinear systems of the differential equations. We give an appropriate solutions of the problem, and extend the results of Shlapak to more general cases by assuming the weaker conditions for the functions

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来源期刊

IJISCS International Journal of Information System and Computer Science

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0.00%

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审稿时长

12 weeks