activity
20182022
most citedAsymptotic limits, Banach limits, and Cesàro means

6 citations · 11 across the 4 of their papers we have counts for

collaborators

10 papers

math.FA20224 cited

Powers of posinormal operators

C. S. Kubrusly, P. C. M. Vieira, J. Zanni

Square of a posinormal operator is not necessarily posinormal But (i) powers of quasiposinormal operators are quasiposinormal and, under closed ranges assumption, powers of (ii)…

math.FA2021

Algebraic Tensor Products Revisited: Axiomatic Approach

C. S. Kubrusly

This is an expository paper on tensor products where the standard approaches for constructing concrete instances of algebraic tensor products of linear spaces, via quotient spaces…

math.FA20206 cited

Asymptotic limits, Banach limits, and Cesàro means

C. S. Kubrusly, B. P. Duggal

Every new inner product in a Hilbert space is obtained from the original one by means of a unique positive operator The first part of the paper is a survey on applications of su…

math.FA2020

Boundedly Spaced Subsequences and Weak Dynamics

C. S. Kubrusly, P. C. M. Vieira

The purpose of this paper is to characterize weak supercyclicity for Hilbert-space contractions, which is shown to be equivalent to characterizing weak supercyclicity for unitary o…

math.FA2019

Biisometric operators and biorthogonal sequences

Carlos S. Kubrusly, Nhan Levan

It is shown that a pair of Hilbert space operators V and W such that V*W=I (called a biisometric pair) shares some common properties with unilateral shifts when orthonormal basis a…

math.FA20191 cited

Power bounded -left invertible operators

B. P. Duggal, C. S. Kubrusly

A Hilbert space operator $S\in\B$ is left -invertible by $T\in\B$ if is -isometric if…