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Uniqueness of the Solution of One Non-Local Boundary Value Problem for the Mixed Parabolic Type Equation

E. T. Karimov

Abstract


In the present work uniqueness of solution of boundary value problem with nonlocal conditions for mixed parabolic type equation is proven by the method of energy integrals. Moreover, using Fourier method eigenvalues and eigenfunctions of the considered problem are found.

Keywords


Functional equations, Fixed points, Ulam-Hyers-Bourgin stability.

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