论文标题
Walsh-Nörlund的最大运算符在二元耐力空间上
Maximal Operators of Walsh-Nörlund means On the Dyadic Hardy Spaces
论文作者
论文摘要
提出的论文将被证明是必要和足够的条件，以使沃尔什·诺伦德的最大操作员的含义是从二元组hardy space $ h_ {p}（\ mathbb {i}）$ \ to Space $％l_ {p}（p}（p}（p}（\ mathbb {i} i}））$。
The presented paper will be proved the necessary and sufficient conditions in order maximal operator of Walsh-Nörlund means with non-increasing weights to be bounded from the dyadic Hardy space $H_{p}(\mathbb{I})$\ to the space $% L_{p}(\mathbb{I})$.
