activity
20122026
most citedToeplitz operators on the symmetrized bidisc

8 citations · 24 across the 19 of their papers we have counts for

collaborators

27 papers

math.FA2026

Isometric dilations and Beurling quotient modules

B. Krishna Das, Shubham Rastogi

In \cite{Dan-Guo}, the authors provided a characterization of all sequences of doubly commuting pure contractions that have the sequence the sequence of the multipl…

math.FA2023

Isometric dilation and Sarason's commutant lifting theorem in several variables

B. Krishna Das, Samir Panja

The article deals with isometric dilation and commutant lifting for a class of -tuples of commuting contractions. We show that operator tuples in the class dilate t…

math.FA2022

Toeplitz operators and Hilbert modules on the symmetrized polydisc

Tirthankar Bhattacharyya, B. Krishna Das, Haripada Sau

When is the collection of -Toeplitz operators with respect to a tuple of commuting bounded operators , which has the symmetri…

math.FA2022

$\clw$-hypercontractions and their model

Monojit Bhattacharjee, B. Krishna Das, Ramlal Debnath +1

We revisit the study of -hypercontractions corresponding to a single weight sequence introduced by Olofsson in \cite{O} and find an analogue of Nagy-Foias c…

math.FA2021★ 2 cited

Distinguished varieties and the Nevanlinna-Pick interpolation problem on the symmetrized bidisk

B. Krishna Das, Poornendu Kumar, Haripada Sau

Starting with a solvable Nevanlinna-Pick interpolation problem with the initial data coming from the symmetrized bidisk, this paper studies the corresponding uniqueness set, i.e.,…

math.FA2020

Isometric dilations of commuting contractions and Brehmer positivity

Sibaprasad Barik, B. Krishna Das

It is well-known that an -tuple of commuting contractions does not posses an isometric dilation, in general. Considering a class of -tuple of commuting contraction…