On class (BQ) Operators of order n

• Author(s): Wanjala Victor
• Paper ID: 1703846
• Page: 38-39
• Published Date: 10-10-2022
• Published In: Iconic Research And Engineering Journals
• Publisher: IRE Journals
• e-ISSN: 2456-8880
• Volume/Issue: Volume 6 Issue 4 October-2022

Abstract

In this paper, we extend the class of (BQ) operators acting on a complex Hilbert space H to the class of (BQ) of order n. An operator if T ? B(H) is said to belong to class (BQ) of order n if T ?2nT 2 commutes with (T ?nT)2 that is [T ?2nT 2, (T ?nT)2] = 0. We examine properties that this class is honored to have. We examine the relation of this class to that of class (Q) order n.

Keywords

Class (BQ) of order n , Class (BQ) operator , Normal operator of order n.

Citations

IRE Journals:
Wanjala Victor "On class (BQ) Operators of order n" Iconic Research And Engineering Journals Volume 6 Issue 4 2022 Page 38-39

IEEE:
Wanjala Victor "On class (BQ) Operators of order n" Iconic Research And Engineering Journals, 6(4)