2 citations · 4 across the 4 of their papers we have counts for
4 papers
Strichartz transforms with Riesz potentials and Semyanistyi integrals
Yingzhan Wang
In this paper, we study the general orthogonal Radon transform first studied by R.S Strichartz in \cite{Stri}. An sharp existence condition of on -sp…
Radon Transforms for Mutually Orthogonal Affine Planes
Boris Rubin, Yingzhan Wang
We study a Radon-like transform that takes functions on the Grassmannian of -dimensional affine planes in to functions on a similar manifold of -dimensional plane…
New Inversion Formulas for Radon Transforms on Affine Grassmannians
Boris Rubin, Yingzhan Wang
We obtain new inversion formulas for the Radon transform and the corresponding dual transform acting on affine Grassmann manifolds of planes in . The consideration is performe…
On Radon transforms between lines and hyperplanes
Boris Rubin, Yingzhan Wang
We obtain new inversion formulas for the Radon transform and its dual between lines and hyperplanes in $\rn$. The Radon transform in this setting is non-injective and the considera…