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On a Boundary Value Problem for the fourth-order partial differential equation with the non-local conditions
| Title | On a Boundary Value Problem for the fourth-order partial differential equation with the non-local conditions |
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| Authors | M. B. Mursalova1, T. M. Kasimov1 1Baku State University |
| Annotation | One boundary-value problem is investigated for a fourth-order partial differential equation with an integral boundary condition. First, an original problem is reduced to the equivalent problem, the theorem on existence and uniqueness of solution is proved for the latter. Then, using these facts authors prove existence and uniqueness of the classical solution of the original problem. |
| Keywords | boundary value problem, differential equations, existence of solution, uniqueness of solution, classical solution |
| Citation | Mursalova M. B., Kasimov T. M. ''On a Boundary Value Problem for the fourth-order partial differential equation with the non-local conditions'' [Electronic resource]. Proceedings of the XV International scientific conference "Differential equations and their applications in mathematical modeling". (Saransk, July 15-18, 2021). Saransk: SVMO Publ, 2021. - pp. 180-189. Available at: https://conf.svmo.ru/files/2021/papers/article06.pdf. - Date of access: 24.04.2024. |
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