$Boundedness of the fractional integral operator in weak type Hardy space(分数次积分算子在弱Hardy型空间中的有界性)$

Boundedness of the fractional integral operator in weak type Hardy space(分数次积分算子在弱Hardy型空间中的有界性)

研究了分数次积分算子TΩ,α在弱Hardy空间中的性质,得到了如下结果:设0<α<1,,其中并且Ω是Rn上的齐次函数,如果Ω的r阶连续模满足,则算子TΩ,α是Hp,∞(Rn)到Lq,∞(Rn)有界的.

Bibliographic Details
Main Authors:	CHENDong-xiang(陈冬香), KANGXu-sheng(康旭升)
Format:	Article
Language:	zho
Published:	Zhejiang University Press 2003-07-01
Series:	Zhejiang Daxue xuebao. Lixue ban
Subjects:	弱hardy空间分数次积分算子弱lp空间
Online Access:	https://doi.org/zjup/1008-9497.2003.30.4.377-379

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