Spectral trajectories, duality and inductive-projective limits of Hilbert spaces

S.J.L. Eijndhoven, van, P. Kruszynski

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Abstract

An explicit representation of the topological dual of the inductive limit space H4 generated by a colllection R of s.a. operators, has been found in the form of a space of spectral trajectories. i.e .. vector-valued measures with the orthogonal scattering property. This paper is a continuation of (5) completing the previous theory. Illustrations of this type of spaces can be derived from distribution theory and Gel'fand triples theory. At the end of Section 5 we give a short summary on these matters.
Original languageEnglish
Pages (from-to)45-60
JournalStudia Mathematica
Volume91
Issue number1
Publication statusPublished - 1988

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