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Induced and reduced unbounded operator algebras

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abstract

The induction and reduction precesses of an O*-vector space $\M$ obtained by means of a projection taken, respectively, in $\M$ itself or in its weak bounded commutant $\M'_\w$ are studied. In the case where $\M$ is a partial GW*-algebra, sufficient conditions are given for the induced and the reduced spaces to be partial GW*-algebras again.

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background 1 method 1

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cs.CV 3 cs.CL 1

years

2026 4

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