论文标题
Calderon转移原则的扩展
An extension of Calderon Transfer Principle
论文作者
论文摘要
我们首先证明，众所周知的A. P.calderón的转移原理可以扩展到矢量值的设置，然后我们将此扩展应用于矢量价值的不平等，用于硬质 - 小木最大功能，以证明vector-vareued $ l^p $ normitiont，以$ 1 <p <p <p <p <\ infty $ $ n Norm Equienty $（Erty $）$（ERTY $）$（ERTY $（ERTY）$（ERTY）$（Er-Erty $（Er-Er）（Er-Er）（Er-Er）（Er-Erty）。最大功能。
We first prove that the well known transfer principle of A. P. Calderón can be extended to the vector-valued setting and then we apply this extension to vector-valued inequalities for the Hardy-Littlewood maximal function to prove the vector-valued strong type $L^p$ norm inequalities for $1<p<\infty$ and the vector-valued weak type $(1,1)$ inequality for ergodic maximal function.
