collaborators
Showing math.FAShow all

6 papers · 1 filter

math.FA2020

Some refinements of numerical radius inequalities

Zahra Heydarbeygi, Maryam Amyari, Mahnaz Khanehgir

In this paper, we give some refinements for the second inequality in , where . In particular, if is hyponormal by refining the…

math.FA2020

Approximate numerical radius orthogonality

Maryam Amyari, Marzieh Moradian Khibary

We introduce the notion of approximate numerical radius (Birkhoff) orthogonality and investigate its significant properties. Let and $\varepsilon…

math.FA2020

More on -orthogonality and -parallelism

Maryam Torabian, Maryam Amyari, Marzieh Moradian Khibary

We investigate some aspects of various numerical radius orthogonalities and numerical radius parallelism for bounded linear operators on a Hilbert space . Among severa…

math.FA2018

The operator--valued parallelism and norm-parallelism in matrices

M. Mohammadi Gohari, M. Amyari

Let be a Hilbert space, and let be the -algebra of compact operators on . In this paper, we present some characterizations of the n…

math.FA2018

Parallelism in Hilbert -modules

M. Mohammadi Gohari, M. Amyari

Let be a Hilbert space and be the -algebra of compact operators on . In this paper, we present some characteriza…

math.FA2018

Numerical radius parallelism of Hilbert space operators

Marzieh Mehrazin, Maryam Amyari, Ali Zamani

In this paper, we introduce a new type of parallelism for bounded linear operators on a Hilbert space based on numerical radiu…