Can I read A matrix weighted $T1$ theorem for matrix kernelled Calderon Zygmund operators - I on EtoBox?

A matrix weighted $T1$ theorem for matrix kernelled Calderon Zygmund operators - I by Isralowitz, Joshua; Kwon, Hyun Kyoung; Pott, Sandra is a scholarly article available to read on EtoBox.

What is A matrix weighted $T1$ theorem for matrix kernelled Calderon Zygmund operators - I about?

In this series of two papers, we will prove a natural matrix weighted $T1$ theorem for matrix kernelled CZOs. In the current paper, we will prove matrix weighted norm inequalities for matrix symbolled paraproducts via a general matrix weighted Carleson embedding theorem. Along the way, we will also provide a stopping time proof of the identification of $L^p(W)$ as a weighted Triebel-Lizorkin space when $W$ is a matrix A${}_p$ weight.

Author

Isralowitz, Joshua; Kwon, Hyun Kyoung; Pott, Sandra

Published

2014

Language

EN