PAPER / ARXIV:2609.18613
Kangwei Li , Yunan Zeng
RESUMO
We complete the characterization of the $L^p$ boundedness of the commutators $[b, H_\gamma]$ of pointwise multiplication and the Hilbert transform along monomial curves in any dimension. This fully solve a key point left open by Bongers, Guo, Li and Wick, which was affirmatively answered recently only for dimension two. We achieve this by a novel but elementary argument, avoiding the complicated geometry structure in higher dimensions.
NO MESMO MAPA