A. Mundayadan

activity

20242026

collaborators

4 papers

math.FA2026

Linear dynamics of the adjoint of a unilateral weighted shift operator

Bibhash Kumar Das, Aneesh Mundayadan

This paper is a sequel to our work in \cite{Das-Mundayadan}. Here, we primarily study the dynamics of the adjoint of a weighted forward shift operator $F_{w}$ on the analytic functio…

math.FA2026

A class of bilateral weighted shift operators, and linear dynamics

Bibhash Kumar Das, Aneesh Mundayadan

This article aims to initiate a study of bilateral weighted backward shift operators defined on the spaces $ℓ_{a, b}^{p} (I^c ◯_{r, R})$ and $c_{0, a, b} (I^c ◯_{r, R})$ which are Banach space…

math.FA2025

Hypercyclicity of weighted shifts on weighted Bergman spaces

Bibhash Kumar Das, Aneesh Mundayadan

We study the continuity, and dynamical properties (hypercyclicity, periodic vectors, and chaos) for a weighted backward shift $B_{w}$ on a weighted Bergman space $A_{I ¨}^{p} $ based on th…

math.FA2024

Dynamics of weighted backward shifts on certain analytic function spaces

Bibhash Kumar Das, Aneesh Mundayadan

We introduce the Banach spaces $ℓ_{a, b}^{p}$ and $c_{0, a, b}$ , of analytic functions on the unit disc, having normalized Schauder bases consisting of polynomials of the form $f_n(z…