Self-adjoint differential vector-operators and matrix Hilbert spaces I

Аннотация

Abstract In the current work a generalization of the famous Weyl-Kodaira inversion formulas for the case of self-adjoint differential vector-operators is proved. A formula for spectral resolutions over an analytical defining set of solutions is discussed. The article is the first part of the planned two-part survey on the structural spectral theory of self-adjoint differential vector-operators in matrix Hilbert spaces.

Темы

Идентификаторы

DOI

10.2478/bf02475623

Цитирования и источники