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Mustafayeva Y. Y. New method of solvability of a three-dimensional Laplace equation with nonlocal boundary conditions / Y. Y. Mustafayeva, N. A. Aliyev // Журн. мат. физики, анализа, геометрии. - 2016. - 12, № 3. - С. 185-204. - Бібліогр.: 25 назв. - англ.The solutions of a boundary problem with non-local boundary conditions for a three-dimensional Laplace equation are studied. Here, the boundary conditions are the most common and linear. Further, we note that the singular integrals appearing in the necessary conditions are multi-dimensional. Therefore, the regularization of these singularities is much more difficult than the regularization of one-dimensional singular integrals. After the regularization of singularities the Fredholm property of the problem is proved. Індекс рубрикатора НБУВ: В161.626.1
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Шифр НБУВ: Ж14648 Пошук видання у каталогах НБУВ
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