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Self-Adjoint Extension of Symmetric Maps
Published 8 Feb 2011 in math.FA | (1102.1739v1)
Abstract: A densely-defined symmetric linear map from/to a real Hilbert space extends to a self-adjoint map. Extension is expressed via Riesz representation. For a case including Friedrichs extension of a strongly monotone map, self-adjoint extension is unique, and equals closure of the given map.
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