2014.07.23 15:33
실적년도 | 2012년 |
---|---|
논문구분 | 국외 |
총저자 | Sunghun Choi, Sunggeum Hong, Sanghyuk Lee |
학술지명 | Journal of Mathematical Analysis and Applications |
권(Vol.) | 339 |
호(No.) | 1 |
게재년월 | 2013년 3월 |
Impact Factor | |
SCI 등재 | SCI |
비고 |
In this note, we consider L p and maximal L p estimates for the generalized Riesz means which are associated with the cylindrical distance function ρ(ξ)=max|ξ '|, |ξ d+1{pipe, (ξ',ξd+1)∈Rd×R. We prove these estimates up to the currently known range of the spherical Bochner-Riesz and its maximal operators. This is done by establishing implications between the corresponding estimates for the spherical Bochner-Riesz and the cylindrical multiplier operators.
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