Slantification of Hankel Operators on Hardy Space of n-torus

Raúl E. Curto; Gopal Datt; Bhawna Bansal Gupta

doi:10.1007/s11785-023-01353-9

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Slantification of Hankel Operators on Hardy Space of n-torus

Journal article

Peer reviewed

Slantification of Hankel Operators on Hardy Space of n-torus

Raúl E. Curto, Gopal Datt and Bhawna Bansal Gupta

Complex analysis and operator theory, Vol.17(4), 48

2023

DOI: 10.1007/s11785-023-01353-9

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Abstract

In this paper the notion of slantification of a Hankel operator on the space H2(Tn), the Hardy space of n-torus, is introduced. Various properties including hyponormality, isometric behaviour, co-isometric behaviour and compactness of these operators are also studied.

Mathematics

Analysis

Article

general

Harmonic Analysis and Operator Theory

Mathematics and Statistics

Operator Theory

Details

Title: Subtitle: Slantification of Hankel Operators on Hardy Space of n-torus
Creators: Raúl E. Curto - University of Iowa
Gopal Datt - University of Delhi
Bhawna Bansal Gupta - University of Delhi
Resource Type: Journal article
Publication Details: Complex analysis and operator theory, Vol.17(4), 48
Publisher: Springer International Publishing
DOI: 10.1007/s11785-023-01353-9
ISSN: 1661-8254
eISSN: 1661-8262
Language: English
Date published: 2023
Academic Unit: Mathematics
Record Identifier: 9984406150002771

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