2026-04-13T04:57:34Zhttps://recercat.cat/oai/requestoai:recercat.cat:2072/3776202024-12-20T13:16:52Zcom_2072_199267com_2072_4427col_2072_199862
RECERCAT
author
De Carli, L.
author
Gorbachev, D.
author
Tikhonov, S.
2020-10-19T12:04:02Z2024-09-19T13:36:45Z
2020-10-19T12:04:02Z2024-09-19T13:36:45Z
2014-01-01
http://hdl.handle.net/2072/377620
We prove Pitt and Boas'\'' type inequalities for products of radial functions and spherical harmonics in $ \R^n$ . In the process, we obtain upper and lower estimates of the operator norm of the Hankel transform with power weights. Our inequalities are sharp in some specific cases.
eng
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Pitt'\''s and Boas'\'' inequalities for Fourier and Hankel transforms
info:eu-repo/semantics/preprint
URL
https://recercat.cat/bitstream/2072/377620/1/P6-FinalPittMaRcAt.pdf
File
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P6-FinalPittMaRcAt.pdf
URL
https://recercat.cat/bitstream/2072/377620/5/P6-FinalPittMaRcAt.pdf.txt
File
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text/plain
P6-FinalPittMaRcAt.pdf.txt