N-TUPLE WEAK ORBITS TENDING TO INFINITY FOR HILBERT SPACE OPERATORS

Mancevska, Sonja and Orovcanec, Marija (2023) N-TUPLE WEAK ORBITS TENDING TO INFINITY FOR HILBERT SPACE OPERATORS. Proceedings of the CODEMA 2022. pp. 27-34. ISSN 978-608-4904-03-8 (печатено издание)

[thumbnail of N-TUPLE WEAK ORBITS TENDING TO INFINITY FOR HILBERT SPACE OPERATORS-S.Manchevska-M.Orovchanec-CODEMA2022.pdf] Text
N-TUPLE WEAK ORBITS TENDING TO INFINITY FOR HILBERT SPACE OPERATORS-S.Manchevska-M.Orovchanec-CODEMA2022.pdf

Download (1MB)

Abstract

In this paper we prove some results on the existence of a dense set of pairs in the direct product of an infinite-dimensional complex Hilbert space with itself such that each pair in this set has an n-tuple weak orbit tending to infinity for a specific countable family of mutually commuting bounded linear operators.

Item Type: Article
Subjects: Scientific Fields (Frascati) > Natural sciences > Mathematics
Divisions: Faculty of Information and Communication Technologies
Depositing User: Prof. d-r. Andrijana Bocevska
Date Deposited: 28 May 2023 17:04
Last Modified: 28 May 2023 17:04
URI: https://eprints.uklo.edu.mk/id/eprint/8434

Actions (login required)

View Item View Item