Convolution operators on Hardy spaces
Volume 120 / 1996
Studia Mathematica 120 (1996), 53-59
DOI: 10.4064/sm-120-1-53-59
Abstract
We give sufficient conditions on the kernel K for the convolution operator Tf = K ∗ f to be bounded on Hardy spaces $H^p(G)$, where G is a homogeneous group.
