Denseness of Sets of Supercyclic Vectors

Published 8 Apr 2018 in math.FA | (1804.02613v3)

Abstract: The sets of strongly supercyclic, weakly l-sequentially supercyclic, weakly sequentially supercyclic, and weakly supercyclic vectors for an arbitrary normed-space operator are all dense in the normed space, regardless the notion of denseness one is considering, provided they are nonempty.

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Authors (1)

C. S. Kubrusly

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