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Slantification of Hankel Operators on Hardy Space of n-torus
by
Datt, Gopal
, Curto, Raúl E.
, Gupta, Bhawna Bansal
in
Analysis
/ Harmonic Analysis and Operator Theory
/ Hilbert space
/ Mathematical functions
/ Mathematics
/ Mathematics and Statistics
/ Operator Theory
/ Operators
/ Remakes & sequels
/ Toruses
2023
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Slantification of Hankel Operators on Hardy Space of n-torus
by
Datt, Gopal
, Curto, Raúl E.
, Gupta, Bhawna Bansal
in
Analysis
/ Harmonic Analysis and Operator Theory
/ Hilbert space
/ Mathematical functions
/ Mathematics
/ Mathematics and Statistics
/ Operator Theory
/ Operators
/ Remakes & sequels
/ Toruses
2023
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Do you wish to request the book?
Slantification of Hankel Operators on Hardy Space of n-torus
by
Datt, Gopal
, Curto, Raúl E.
, Gupta, Bhawna Bansal
in
Analysis
/ Harmonic Analysis and Operator Theory
/ Hilbert space
/ Mathematical functions
/ Mathematics
/ Mathematics and Statistics
/ Operator Theory
/ Operators
/ Remakes & sequels
/ Toruses
2023
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Slantification of Hankel Operators on Hardy Space of n-torus
Journal Article
Slantification of Hankel Operators on Hardy Space of n-torus
2023
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Overview
In this paper the notion of slantification of a Hankel operator on the space
H
2
(
T
n
)
, 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.
Publisher
Springer International Publishing,Springer Nature B.V
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