Quasisimilarity of Invariant Subspaces f
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Hari Bercovici; Thomas Smotzer
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Article
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1996
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Elsevier Science
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English
β 666 KB
We show that if T is a uniform Jordan operator of infinite multiplicity, then M is quasisimilar to N if and only if T | M is quasisimilar to T | N and (T \* | M = )\* is quasisimilar to (T\* | N = )\*.