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1. Disjoint supercyclic powers of weighted shifts on weighted sequence spaces

Author

Ze-Hua Zhou and Yu-Xia Liang

Subjects
Combinatorics, Sequence, Disjoint supercyclic,unilateral shifts,bilateral shifts,weighted sequence spaces, General Mathematics, Disjoint sets, Positive weight, Arithmetic, Mathematics
Abstract

We characterize the disjoint supercyclicity of finitely many different powers of weighted shifts acting on the weighted sequence spaces l2(N,w), c0(N,w) , and l2(Z,w), c0(Z,w), where w=(wi)i is a positive weight sequence satisfying wi \geq 1 for every i\in N (or i\in Z).

Published
2015

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