Isometric Equivalence of Isometries on H^p
classification
🧮 math.FA
keywords
isometriesequivalenceboundedclassifycodimensionconsidercrownoverdetermine
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We consider a natural notion of equivalence for bounded linear operators on $H^p,$ for $p\neq 2.$ We determine which isometries of finite codimension are equivalent. For these isometries , we classify those which have the Crownover property.
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