Eurasian Journal of Mathematical Theory and Computer Sciences 2-jild 5-son (2022) · 95–99-betlar

CORRECT SOLVABILITY OF NONLOCAL BOUNDARY VALUE PROBLEM FOR ONE CLASS OF EQUATIONS Hamraeva Zilol

Hamraeva, Zilola

DOI: 10.70413/ejmtcs-v02-i05-p1-022 · Manbada o'qish →

Annotatsiya

The boundary value problem with nonlocal conditions for a system of partial differential equations of the second order is investigated. The parameterization method is used to establish coefficient sufficient conditions for the correct solvability of the problem under consideration in terms of the initial data. The algorithm for finding a solution is proposed.

boundary value problem, nonlocal condition, parameterization method, correctness, solvability.

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