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Rational Approximation of Functions in Hardy Spaces
Deng Guantie; Li Haichou; Qian Tao; Dang, P; Ku, M; Qian, T; Rodino, LG
2017
Conference NameNEW TRENDS IN ANALYSIS AND INTERDISCIPLINARY APPLICATIONS
Pages189-197
Publication Place675 MASSACHUSETTS AVE, CAMBRIDGE, MA 02139-2333 USA
PublisherBIRKHAUSER BOSTON
AbstractWe present some results on rational approximation, Laplace integral representation and Fourier spectrum characterization of functions in the Hardy Spaces. These generalize the results of Stein and Weiss in the same context for p = 2, as well as the Poisson and the Cauchy integral representation formulas for the H-2 spaces to the H-p spaces on tubes for p is an element of[1, infinity].
KeywordHardy spaces Rational approximation
DOI10.1007/978-3-319-48812-7_24
URLView the original
Indexed ByCPCI
Language英語English
WOS Research AreaMathematics
WOS SubjectMathematics
WOS IDWOS:000424447300024
The Source to ArticleWOS
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Document TypeConference paper
CollectionUniversity of Macau
Recommended Citation
GB/T 7714
Deng Guantie,Li Haichou,Qian Tao,et al. Rational Approximation of Functions in Hardy Spaces[C], 675 MASSACHUSETTS AVE, CAMBRIDGE, MA 02139-2333 USA:BIRKHAUSER BOSTON, 2017, 189-197.
APA Deng Guantie., Li Haichou., Qian Tao., Dang, P., Ku, M., Qian, T., & Rodino, LG (2017). Rational Approximation of Functions in Hardy Spaces. , 189-197.
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