most citedSubnormal block Toeplitz operators

1 citations · 1 across the 4 of their papers we have counts for

collaborators

6 papers

math.FA2026

Model Theory for Operators Related to Square Roots of Normal Operators

Raul E. Curto, Thankarajan Prasad

In this paper we prove that a square root of a cyclic normal operator is unitarily equivalent to a block multiplication operator on a vector-valued Lebesgue space with a --norma…

math.FA2026

Hyponormal block Toeplitz operators with finite rank self-commutators

Mankunikuzhiyil Abhinand, Raul E. Curto, Thankarajan Prasad

In this paper, we identify a large class of hyponormal block Toeplitz operators whose self-commutators are of finite rank. \ Recall that an operator is hyponormal and $[T_φ…

math.FA2026

Classes of operators related to subnormal operators

Raúl E. Curto, Thankarajan Prasad

In this paper we attempt to lay the foundations for a theory encompassing some natural extensions of the class of subnormal operators, namely the --subnormal operators and the s…

math.FA20261 cited

Subnormal block Toeplitz operators

Mankunikuzhiyil Abhinand, Raul E. Curto, In Sung Hwang +2

In this paper we consider the subnormality of block Toeplitz operators , where is an matrix-valued function on the unit circle of the form $$ Φ=…

math.FA2025

Cesà ro Operators on Rooted Directed Trees

Mankunikuzhiyil Abhinand, Sameer Chavan, Sophiya S. Dharan +1

In this paper, we introduce and investigate the notion of the Cesáro operator on a rooted directed tree When is the rooted tree with no…

math.FA2025

Weyl type theorems for hypercyclic, supercyclic, and Toeplitz operators

Simi Thomas, Thankarajan Prasad, Shery Fernandez

In this paper, we study property for hypercyclic and supercyclic operators. The stability of variants of Weyl type theorems under compact perturbations for Toeplitz operat…