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- 具有齊性核的分數次積分算子在弱Hardy空間的有界性Boundedness of Fractional Integral Operators with Homogeneous Kernel in Weak Type Hardy Spaces
- 本文研究了由齊性分數次積分和BMO函數生成的高階交換子在某些Hardy空間、弱Hardy空間和Herz型Hardy空間上的連續性.In this paper, the authors study the continuity properties of higher order commutators generated by the homogeneous fractional integral and BMO functions on certain Hardy spaces, weak Hardy spaces and Herz-type Hardy spaces.
- 弱Hardy空間weak Hardy space
- 弱Hardy鞅空間Banach spaces
- 弱Hardy擬鞅空間weak Hardy quasimartingale spaces
- Hardy空間Hardy space
- 變弱fail in
- 加權Hardy空間weighted Hardy space
- 病弱invalidity
- 這里有很大的活動(dòng)空間。There is plenty of space here to move about.
- 自由空間free space
- 部分Hardy空間partial Hardy space
- 表空間tablespace
- 局部Hardy空間Local Hardy space
- 局部緊的Vilenkin群上的弱Hardy型空間WEAK HARDY SPACES OVER LOCALLY COMPACT VILENKIN GROUPS
- Herz型Hardy空間Herz-type Hardy space
- 弱空間feeble space
- 各向異性Hardy空間anisotropic Hardy space
- 弱Lp空間Weak Lp spaces
- 弱解空間Weak solution space
