Boundary value problem for the third-order equation with multiple characteristics

Djumaniyazova Khilola Atamuratovna and Khashimov Abdukomil Risbekovich*

The article constructs a unique solution to a tertiary-order equation with multiple characteristics with boundary conditions that include all possible local boundary conditions. The uniqueness of the solution of boundary value problems is proved by the method of integral equations using the sign-definiteness of quadratic forms. When proving the existence of a solution to the problem, Green's function method, the theory of integral equations and potentials are used.

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Published on: Jan 6, 2023 Pages: 1-3

Full Text PDF Full Text HTML DOI: 10.17352/amp.000067
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