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Locating subsets of B(H) relative to seminorms inducing the strong-operator topology
2011
Journal of Logic and Analysis
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Let H be a Hilbert space, and A an inhabited, bounded, convex subset of B(H). We give a constructive proof that A is weak-operator totally bounded if and only if it is located relative to a certain family of seminorms that induces the strong-operator topology on B(H). 2000 Mathematics Subject Classification 03F60, 47S30 (primary)
doi:10.4115/jla.2011.3.3
fatcat:zo2ulaa5ajfyboipkpgl2abpma