Marie-Jose Kuffner, Johns Hopkins University
Authors: Marie-Jose Kuffner
2022 AWM Research Symposium
Women in Analysis Research Network - Special Session for Graduate Students and Postdoctoral Fellows

It is know that boundedness of the commutator $[b,H]$ on weighted $L^p$ spaces for $1< p< \infty$ is characterized by $b$ being in a certain BMO space adapted to the given weights. In this talk, we present the case $p=1$ and discuss the space that characterizes boundedness of $[b,H]$ on the weighted Hardy space $H^1(w)$ for certain $Ap$ weights.

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