关于推广的ω－Calderon－Zygmund算子的性质

A CHARUCTERIZATION OF EXTENDED ω-Calderon-Zygmund OPERATOR

利用原子分解理论证明推广的ω－Ｃａｌｄｅｒｏｎ－Ｚｙｇｍｕｎｄ算子的一个性质，即ω－Ｃａｌｄｅｒｏｎ－Ｚｙｇｍｕｎｄ算子是Ｈ１（ω）到Ｌ１（Ｒｎ）的有界算子．

Let T be extended ω-Calderon-Zygmund Operator. With the atom decomposition theorem. We proved that T is a bounded operator which maps Hω1(Rn) to L1 (Rn)