期刊
BULLETIN OF THE IRANIAN MATHEMATICAL SOCIETY
卷 45, 期 4, 页码 1227-1241出版社
SPRINGER SINGAPORE PTE LTD
DOI: 10.1007/s41980-018-00195-y
关键词
Pseudo-differential operators; Calderon-Vaillancourt theorem; Gohberg lemma; Discrete fractional integral operator; Hypothesis-K-*; Waring's problem
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资金
- Pontificia Universidad Javeriana, Mathematics Department, Bogota-Colombia
In this manuscript we provide necessary and sufficient conditions for the weak( 1, p) boundedness, 1 < p < 8, of discrete Fourier multipliers ( Fourier multipliers on Zn). Our main goal was to apply the results obtained to discrete fractional integral operators. Discrete versions of the Calderon- Vaillancourt theorem and the Gohberg lemma also are proved.
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