Abstract

We characterize the disjoint supercyclicity of finitely many different powers of weighted shifts acting on the weighted sequence spaces l^2(N,w), c_0(N,w) , and l^2(Z,w), c_0(Z,w), where w=(w_i)_i is a positive weight sequence satisfying w_i \geq 1 for every i\in N (or i\in Z).

DOI

10.3906/mat-1308-14

Keywords

Disjoint supercyclic, unilateral shifts, bilateral shifts, weighted sequence spaces

First Page

1007

Last Page

1022

Recommended Citation

LIANG, Y, & ZHOU, Z (2014). Disjoint supercyclic powers of weighted shifts on weighted sequence spaces. Turkish Journal of Mathematics 38 (6): 1007-1022. https://doi.org/10.3906/mat-1308-14

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