Non-homogeneous strongly singular integrals
Volume 187 / 2008
Studia Mathematica 187 (2008), 265-280
MSC: 42B20, 42B10.
DOI: 10.4064/sm187-3-4
Abstract
We study the $L^p$ mapping properties of a family of strongly singular oscillatory integral operators on ${\mathbb R}^n$ which are non-homogeneous in the sense that their kernels have isotropic oscillations but non-isotropic singularities.
