The Fourier type expansions on tubes

In view of recent developments of the study of reproducing kernel Hilbert spaces, in particular with the context the Hardy spaces on tubes, aspects of rational approximation for functions of finite energy in several complex and several real variables are developed.

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Bibliographic Details
Published inComplex variables and elliptic equations Vol. 67; no. 2; pp. 433 - 461
Main Authors Mai, Weixiong, Qian, Tao
Format Journal Article
LanguageEnglish
Published Colchester Taylor & Francis 01.02.2022
Taylor & Francis Ltd
Subjects
41A
adaptive Fourier decomposition
Cauchy-Szegö kernel
Complex variables
functions
Hardy spaces on tubes
Hilbert space
Mathematical analysis
Real variables
Tubes
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Summary:In view of recent developments of the study of reproducing kernel Hilbert spaces, in particular with the context the Hardy spaces on tubes, aspects of rational approximation for functions of finite energy in several complex and several real variables are developed.
ISSN:1747-6933
1747-6941
DOI:10.1080/17476933.2020.1833868