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A class of 2 * 2 - matrix functions

Heinz Langer
Annemarie Luger


Puni tekst: engleski pdf 377 Kb

str. 149-160

preuzimanja: 496

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Sažetak

For a special class 2 × 2-matrix functions Ω operator representations of Ω(z) and Ω^(z) := - Ω(z) -1 by means of self-adjoint linear relations A and A^ in a Krein space K are given. Since A^ is a 2-dimensional perturbation of A, results of Langer, Markus and Matsaev imply that "singularities of positive type" of Ω remain singularities of positive type of Ω^ with the possible exception of isolated points which have a "finite negative index".

Ključne riječi

Hrčak ID:

4867

URI

https://hrcak.srce.hr/4867

Datum izdavanja:

1.6.2000.

Posjeta: 1.050 *