A GOURSE PROBLEM FOR A FOURTH-ORDER EQUATION WITH TWO SINGULAR COEFFICIENTS

A GOURSE PROBLEM FOR A FOURTH-ORDER EQUATION WITH TWO SINGULAR COEFFICIENTS

Authors

  • Shahobiddin Karimov Fargona State University candidate of physics, mathematics, associate professor
  • Botyrova Khilola Ilhomjon's daughter Master's student of Fardu

Keywords:

Bessel operator, Gursa problem, classical solution, singular coefficient,

Abstract

A GOURSE PROBLEM FOR A FOURTH-ORDER EQUATION WITH TWO SINGULAR

COEFFICIENTS

References

Операторы Эрдейи-Кобера и их приложения к дифференциальным уравнениям в частных производных: монография; научное издание; на русском язике; /А.К Уринов, Ш.Т. Каримовю – Фергана: изд «Фаргона»,2021. -202 стр.

Sobolev S.L. Ob odnoy kraevoy zadachi matematicheskoy fiziki. Izv. AN SSSR, Ser. Matem.–1954. –t. 18, No 2, –s. 3–50.

Sveshnikov A.G., Alshin A.B., Korpusov M.Yu., Pletner Yu.D. Lineynыe i nelineynыe uravneniya Sobolevskogo tipa. –M.: Fizmatlit, 2007.

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Published

2022-11-01

How to Cite

Karimov, S., & Ilhomjon's daughter, B. K. . (2022). A GOURSE PROBLEM FOR A FOURTH-ORDER EQUATION WITH TWO SINGULAR COEFFICIENTS. Scientific Impulse, 1(3), 266–268. Retrieved from http://nauchniyimpuls.ru/index.php/ni/article/view/916

Issue

Vol. 1 No. 3 (2022): Научный Импульс

Section

Статьи