Keshigiwshi argumentli sızıqlı differenciallıq teńlemeler ushın kishi parametrler usılı

The small parameter method for linear differential equations with a retarded argument

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Published: 2026-10-31
DOI: https://doi.org/10.66073/ReFocus-Conf/0910147
Keywords:
differential equation, periodic solution, small parameter method, retarded argument, quasilinear differential equation

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Jusipbayeva Perizat Kabulbay qızı
Karakalpak State University image/svg+xml
Qurbanbaev Ótebay Orınbaevich
Karakalpak State University image/svg+xml

Abstract

One of the methods for finding periodic solutions of quasilinear differential equations is the so-called small parameter method, in which the solution is determined as a series expansion in powers of the small parameter [1, 2].

Article Details

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2026: Proceedings of the International Scientific and Practical Conference “Contribution of Women Scientists of Uzbekistan to the Development of the Country” (Nukus, October 9–10, 2026)

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Articles
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This work is licensed under a Creative Commons Attribution 4.0 International License.

How to Cite

Jusipbayeva Perizat Kabulbay qızı, & Qurbanbaev Ótebay Orınbaevich. (2026). The small parameter method for linear differential equations with a retarded argument. Partner Conferences of the International Scientific Journal Research Focus, 744-746. https://doi.org/10.66073/ReFocus-Conf/0910147

References

Митропольский Ю.А., Мартынюк Д.И. Периодические и квазипериодические колебания систем с запаздыванием. Киев. «Вища школа» 1979. −248 с.

Мышкис А.Д. Линейные дифференциальные уравнения с запаздывающим аргументом. М., Наука, 1972. −349 с.