A nonlocal boundary value problem for semilinear leveling of mixed type

Authors

  • Bekmuratov Ulugbek Nurali ugli Assistant of the Tashkent State Technical University named after Islam Karimov. Almalyk. Uzbekistan

Keywords:

gallery, local and total flow rates, internal and boundary conditions

Abstract

This article presents the formulation of some mixed problems for an equation of the third-order composite type. Under certain conditions, the correctness of these problems in S. L. Sobolev spaces is proved for the coefficients and the right-hand side of the equation. Keywords: mixed boundary value problems, equations of composite type, theorem, cylindrical domain, regular problems, differential equation, S.L. Sobolev spaces, Green's formula

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Published

2023-06-12

How to Cite

Bekmuratov Ulugbek Nurali ugli. (2023). A nonlocal boundary value problem for semilinear leveling of mixed type. Zeta Repository, 19, 21–23. Retrieved from https://zetarepo.com/index.php/zr/article/view/1856

Issue

Vol. 19 (2023): EJPCM

Section

Articles