ПАРАБОЛО-ГИПЕРБОЛИК ТЕНГЛАМА УЧУН НОЛОКАЛ ШАРТЛИ МАСАЛА

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Published: iyn 20, 2023
Keywords:
parabolic hyperbolic type equation, existence of solution, uniqueness of solution, third boundary-value condition, shifting condition

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A.Сотволдиев A.Сотволдиев
А.Рафиқов
Fergana State University

Abstract

In the paper a non local problem for a model parabolic hyperbolic equation is researched. The third boundary condition and an integral condition are given in the parabolic part of the domain, and a shifting condition is given in the hyperbolic part of the domain. The existence and uniqueness of the solution of the problem is proved

Article Details

How to Cite
A.Сотволдиев A., & А.Рафиқов. (2023). ПАРАБОЛО-ГИПЕРБОЛИК ТЕНГЛАМА УЧУН НОЛОКАЛ ШАРТЛИ МАСАЛА . Scientific Journal of the Fergana State University, (1). Retrieved from https://journal.fdu.uz/index.php/sjfsu/article/view/15
Issue
No. 1 (2019): Scientific journal of the Fergana state university
Section
Mathematics
Author Biography

A.Сотволдиев A.Сотволдиев

In the paper a non local problem for a model parabolic hyperbolic equation is researched. The third boundary condition and an integral condition are given in the parabolic part of the domain, and a shifting condition is given in the hyperbolic part of the domain. The existence and uniqueness of the solution of the problem is proved

References

Ўринов А.Қ. Параболик типдаги дифференциал тенгламалар учун чегаравий масалалар. –Т.: Mumtoz so’z, 2015.

Ўринов А.Қ. Параболо-гиперболик типдаги дифференциал тенгламалар учун чегаравий масалалар.-Т.: Наврўз, 2016.

Salohiddinov M.S. Integral tenglamalar. –T.: Yangiyul polygraph service, 2007