About Growth of Solutions to Ordinary DifferentialEquation with the Delay Argument

E Sh Shamov; Шамов Энвер Шамсудинович

About Growth of Solutions to Ordinary DifferentialEquation with the Delay Argument

Authors: Shamov ES.¹
Affiliations:
1. Dagestan State Technical University
Issue: No 4 (2010)
Pages: 11-25
Section: Articles
URL: https://journals.rudn.ru/miph/article/view/8784

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Abstract

The functional-differential -order equation with unbounded operational coefficient and deviations of arguments is considered. The existence theorem of the existence of solutions decreasing rapidly compared to exponent, is proved in the article.

Keywords

functional-differential equation, resolvent operator, invertible (recoverable) operator, unbounded operator, completely continuous, closed operator, operational coefficient

About the authors

E Sh Shamov

Dagestan State Technical University

Email: shamov1978@yandex.ru
Кафедра высшей математики; Дагестанский государственный технический университет; Dagestan State Technical University

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Vol 32, No 4 (2024)

About Growth of Solutions to Ordinary DifferentialEquation with the Delay Argument

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Abstract

Keywords

About the authors

E Sh Shamov

References

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