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Minimal vectors in arbitrary Banach spaces
Authors:Vladimir G Troitsky
Institution:Department of Mathematics, University of Alberta, Edmonton, AB, T6G 2G1 Canada
Abstract:We extend the method of minimal vectors to arbitrary Banach spaces. It is proved, by a variant of the method, that certain quasinilpotent operators on arbitrary Banach spaces have hyperinvariant subspaces.

Keywords:Invariant subspace  minimal vector
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