activity
20092025
most citedToeplitz operators on the weighted Bergman spaces of quotient domains

5 citations · 9 across the 16 of their papers we have counts for

collaborators

16 papers

math.FA2025

Zero Products of Toeplitz operators on the Hardy and Bergman spaces over an annulus

Susmita Das, E. K. Narayanan

We study the zero product problem of Toeplitz operators on the Hardy space and Bergman space over an annulus. Assuming a condition on the Fourier expansion of the symbols, we show…

math.FA2024

Mackey Imprimitivity and commuting tuples of homogeneous normal operators

Gadadhar Misra, E. K. Narayanan, Cherian Varughese

In this semi-expository article, we investigate the relationship between the imprimitivity introduced by Mackey several decades ago and commuting - tuples of homogeneous normal…

math.FA2024

Unitary parts of Toeplitz operators with operator-valued symbols

E. K. Narayanan, Srijan Sarkar

Motivated by the canonical decomposition of contractions on Hilbert spaces, we investigate when contractive Toeplitz operators on vector-valued Hardy spaces on the unit disc admit…

math.GR2022

Projective representations of Heisenberg groups over the rings of order p^2

Sumana Hatui, E. K. Narayanan, Pooja Singla

In this article we describe the 2-cocycles, Schur multiplier and representation group of discrete Heisenberg groups over the unital rings of order . We describe all projective…

math.CV2022★ 5 cited

Toeplitz operators on the weighted Bergman spaces of quotient domains

Gargi Ghosh, E. K. Narayanan

Let be a finite pseudoreflection group and be a bounded domain which is a -space. We establish identities involving Toeplitz operators on the weight…

math.FA2021★ 1 cited

Injectivity of spherical means on H-type groups

E. K. Narayanan, P. K. Sanjay, K. T. Yasser

We establish injectivity results for three different spherical means on an -type group, . First is the standard spherical means which is defined to be the average of a functi…