activity
20012023
most citedOn linear operators with p-nuclear adjoints

9 citations · 17 across the 15 of their papers we have counts for

collaborators

18 papers

math.FA2023

Trace, determinant and eigenvalues of nuclear operators

Oleg I. Reinov

It is shown how the results in the theory of determinants and traces as well as in the theory of quasi-normed tensor products can be applied for getting new theorems on distributio…

math.FA2022

Remarks on some results of G. Pisier and P. Saab on convolutions

Oleg Reinov

A result of G. Pisier says that a convolution operator where is a compact Abelian group, can be factored through a Hilbert space if and only if h…

math.FA2021

On products of -nuclear and close operators

Oleg I. Reinov

We study the possibilities of factorizations of products of nuclear operators of different types through the Schatten-von Neumann operators in Hilbert spaces with giving some appli…

math.FA2021

On products of nuclear operators

Oleg I. Reinov

We answer in negative to the following question of Boris Mitjagin: Is it true that a product of two nuclear operators in Banach spaces can be factored through a trace class operato…

math.FA2018

Some remarks on spectra of nuclear operators

Oleg I. Reinov

It was shown by M. I. Zelikin (2007) that the spectrum of a nuclear operator in a separable Hilbert space is central-symmetric iff the spectral traces of all odd powers of the oper…

math.FA2015

Geometrical Characterization of RN-operators between Locally Convex Vector Spaces

Oleg Reinov, Asfand Fahad

For locally convex vector spaces (l.c.v.s.) and and for linear and continuous operator and for an absolutely convex neighborhood of zero in , a…