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math-ph2012
Frames, semi-frames, and Hilbert scales
J-P. Antoine, P. Balazs
Given a total sequence in a Hilbert space, we speak of an upper (resp. lower) semi-frame if only the upper (resp. lower) frame bound is valid. Equivalently, for an upper semi-frame…
math-ph2012
Partial inner product spaces: Some categorical aspects
J-P. Antoine, D. Lambert, C. Trapani
We make explicit in terms of categories a number of statements from the theory of partial inner product spaces (PIP spaces) and operators on them. In particular, we construct sheav…