On the extension problem for continuous positive definite Generalized Toeplitz Kernels definite on a finite interval

Author:

Bekker M.

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory,Analysis

Reference21 articles.

1. [AAK1]. V. M. Adamjan, D. Z. Arov, M. G. Krein. Infinite Hankel Matricies and Generalized Caratheodory?Fejer and Schur Problems. Funct. Anal. and Appl.2 p. 1?17 (1968).

2. [AAK2]. V. M. Adamjan, D. Z. Arov, M. G. Krein. Analytic Properties of Schidt Pair for a Hankel Operator and Generalized Schur-Takagi Problem. Mat. Sb.15 p. 31?73 (1971).

3. [Ar1]. Arocena R. On the Extension Problem for a Class of Translation Invariant Positive Forms. J. Oper. Theory.21 N 2, p. 323?347 (1989).

4. [Ar2]. Arocena R. Generalized Toeplitz Kernels and Dilations of Interwining Operators. II. The Continuous Case. Acta Sci Math.53 p. 123?137 (1989).

5. [Bek1]. M. B. Bekker. An Integral Representation of Hermitian-Positive Matrix Kernels of Special Structure. Ukrain. Math. J.40 N. 5, p.626?628 (1988).

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