In this paper we obtain a description of all solutions of truncated matricial moment problems on a finite interval in a general case (no conditions besides solvability are assumed). We use the basic results of M.G. Krein and I.E. Ovcharenko about generalized sc-resolvents of Hermitian contractions.
A description of all solutions of the matrix Hamburger moment problem in a general case
Differentiation of sets - The general case
An Application of the Schur Complement to Truncated Matricial Power Moment Problems
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