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O‘zbekcha

ПАРАБОЛО-ГИПЕРБОЛИК ТИПДАГИ МОДЕЛЬ ТЕНГЛАМА УЧУН УЧИНЧИ ЧЕГАРАВИЙ ШАРТЛИ НОЛОКАЛ МАСАЛА

Authors

  • А.Ўринов

    Fergana state university

  • A.Сотволдиев

    Fergana state university

Keywords:

parabolic hyperbolic type equation, existence of solution, uniqueness of solution, third boundary-value condition, shifting condition

Abstract

In the article a nonlocal problem for a model of the parabolic hyberbolic type equation is studied. The third boundary-value condition in the parabolic part of the domain and shifting condition is  given in the hyberbolic part of the domain. The uniqueness and existence of solution of the considered 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.

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Published

2023-07-04

Issue

No. 6 (2018): Scientific journal of the Fergana state university

Section

Mathematics

How to Cite

ПАРАБОЛО-ГИПЕРБОЛИК ТИПДАГИ МОДЕЛЬ ТЕНГЛАМА УЧУН УЧИНЧИ ЧЕГАРАВИЙ ШАРТЛИ НОЛОКАЛ МАСАЛА. (2023). Scientific Journal of the Fergana State University, 6, 1. https://journal.fdu.uz/index.php/sjfsu/article/view/828

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