Definable Operators on Hilbert Spaces
journal contribution
posted on 2013-11-12, 00:00 authored by Isaac GoldbringLet H be an infinite-dimensional (real or complex) Hilbert
space, viewed as a metric structure in its natural signature. We characterize
the definable linear operators on H as exactly the “scalar plus
compact” operators
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Publisher Statement
Post print version of article may differ from published version. The definitive version is available through University of Notre Dame at DOI:10.1215/00294527-1715689Publisher
University of Notre DameLanguage
- en_US
issn
0029-4527Issue date
2012-01-01Usage metrics
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