A generalization of Miyachi's theorem
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概要
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The classical Hardy theorem on R, which asserts f and the Fourier transform of f cannot both be very small, was generalized by Miyachi in terms of L1+L∞ and log+-functions. In this paper we generalize Miyachi’s theorem for Rd and then for other generalized Fourier transforms such as the Chébli-Trimèche and the Dunkl transforms.
- 2009-04-01
著者
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Kawazoe Takeshi
Department Of Mathematics Keio University At Fujisawa
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Kawazoe Takeshi
Department Of Mathematics Faculty Of Science And Technology Keio University
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DAHER Radouan
Department of Mathematics Faculty of Sciences and Informatics University Hassan II
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MEJJAOLI Hatem
Department of Mathematics Faculty of Sciences of Tunis
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