Approximation of Hilbert Space Operators
Domingo A. Herrero
The purpose of this monograph (and a second one, by C. Apostol,
L. A. Fialkow, D. A. Herrero and D. Voiculescu that will follow and
complete the results contained here) is to provide a set of general
arguments to deal with approximation problems (in the norm-topology)
related to those subsets of the algebra L[H) of all operators acting
on a complex separable infinite dimensional Hubert space that are
invariant under similarities.
L. A. Fialkow, D. A. Herrero and D. Voiculescu that will follow and
complete the results contained here) is to provide a set of general
arguments to deal with approximation problems (in the norm-topology)
related to those subsets of the algebra L[H) of all operators acting
on a complex separable infinite dimensional Hubert space that are
invariant under similarities.
Categorie:
Volume:
72
Anno:
1983
Casa editrice:
Pitnam Advanced Publishing
Lingua:
english
Pagine:
270
ISBN 10:
0273085794
ISBN 13:
9780273085799
Collana:
Research Notes in Mathematics Series
File:
DJVU, 2.93 MB
IPFS:
,
english, 1983
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