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n维环群T~n上的H~p函数的临界阶Bochner—Riesz平均算子的有界性
引用本文:姚祖喜,郑学安.n维环群T~n上的H~p函数的临界阶Bochner—Riesz平均算子的有界性[J].安徽大学学报(自然科学版),1993(3).
作者姓名:姚祖喜,郑学安
作者单位:贵州民族学院,安徽大学数学系
摘    要:投f∈H~p(T~n)(0
关 键 词:Bochner—Riesz平均算子  弱H~P空间  H~p空间

On the Boundedness of the Operators of Bochner—Riesz Means at Critical Index
You Zuxi Zheng Xuean.On the Boundedness of the Operators of Bochner—Riesz Means at Critical Index[J].Journal of Anhui University(Natural Sciences),1993(3).
Authors:You Zuxi Zheng Xuean
Institution:Department of Mathematics
Abstract:For f∈H~p (T~n), the Bochner-Riesz means of f at critical index are denoted by f, where δ= n/p-(n+1)/2, then obtain the following result::f→f is of type (H~p, H (p, ∞)), moreover where C is independent of f and R, H (p, ∞; T~n) are weak-H~P spaces on T~n.
Keywords:H~P spaces  weak-H~P spaces  Bochner-Riesz means
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