Extensions of weak type multipliers
Volume 158 / 2003
Studia Mathematica 158 (2003), 1-10
MSC: 46E30, 42B15.
DOI: 10.4064/sm158-1-1
Abstract
We prove that if ${\mit\Lambda }\in M_p({\mathbb R}^N)$ and has compact support then ${\mit\Lambda }$ is a weak summability kernel for $1< p< \infty $, where $ M_p({\mathbb R}^N)$ is the space of multipliers of $L^p({\mathbb R}^N)$.
