Teresa Bermúdez

most citedArithmetic progressions and its applications to

(m, q)

-isometries: a survey

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.FA2014

On convex-cyclic operators

T. Bermúdez, A. Bonilla, N. Feldman

We give a Hahn-Banach Characterization for convex-cyclicity. We also obtain an example of a bounded linear operator $S$ on a Banach space with $σ_{p} (S^{*}) = \emptyset$ such that $S$ …

math.NT2014★ 1 cited

Arithmetic progressions and its applications to $(m, q)$ -isometries: a survey

Teresa Bermúdez, Antonio Martinón, Juan Agustín Noda

In this paper we collect some results about arithmetic progressions of higher order, also called polynomial sequences. Those results are applied to $(m, q)$ -isometric maps.

math.FA2010

Li-Yorke and distributionally chaotic operators

T. Bermudez, A. bonilla, F. Martínez-Giménez +1

We study Li-Yorke chaos and distributional chaos for operators on Banach spaces. More precisely, we characterize Li-Yorke chaos in terms of the existence of irregular vectors. Suff…

On convex-cyclic operators

Arithmetic progressions and its applications to (m,q)-isometries: a survey

Li-Yorke and distributionally chaotic operators

Arithmetic progressions and its applications to $(m, q)$ -isometries: a survey