Presentations

On sufficient solvability conditions for the class of Neumann problems for polyharmonic equation

Karachik V.V.

South Ural State University, Russia, 454080, Chelyabinsk, pr. Lenina, 76

Using elements of an integer Neumann triangle, the necessary and sufficient solvability conditions for a class of Neumann type boundary value problems for the homogeneous polyharmonic equation in a unit ball are obtained.

• abstract in Russian (PDF)