兰州大学学报（自然科学版）
蘭州大學學報（自然科學版）
란주대학학보（자연과학판）
JOURNAL OF LANZHOU UNIVERSITY（NATURAL SCIENCES）
2013年
3期
400-404
,共5页
Littlewood-Paley算子%加权Morrey空间%粗糙核%Ap权
Littlewood-Paley算子%加權Morrey空間%粗糙覈%Ap權
Littlewood-Paley산자%가권Morrey공간%조조핵%Ap권
Littlewood-Paley operator%weighted Morrey space%rough kernel%Ap weight
当核函数?∈Lq(Sn?1)(1<q≤∞)为零阶齐次且满足消失矩条件时,得到了两类粗糙核Littlewood-Paley算子在加权Morrey空间Lp,κ(ω)上的有界性结果。
噹覈函數?∈Lq(Sn?1)(1<q≤∞)為零階齊次且滿足消失矩條件時,得到瞭兩類粗糙覈Littlewood-Paley算子在加權Morrey空間Lp,κ(ω)上的有界性結果。
당핵함수?∈Lq(Sn?1)(1<q≤∞)위령계제차차만족소실구조건시,득도료량류조조핵Littlewood-Paley산자재가권Morrey공간Lp,κ(ω)상적유계성결과。
As the kernel?∈Lq(Sn?1)(1<q≤∞) was of homogeneous degree zero and has a mean value zero on Sn?1, the boundedness of two classes of the Littlewood-Paley operators with rough kernels was obtained on the weighted Morrey spaces Lp,κ(ω).
