activity
19992026
most citedA joint reconstruction and lambda tomography regularization technique for energy-resolved X-ray imaging

14 citations · 35 across the 15 of their papers we have counts for

collaborators

19 papers

math.FA2026

Spherical Radon transforms with smoothly varying radii

James W. Webber, Eric Todd Quinto

We present an analysis of a novel spherical Radon transform, , which defines the integrals of a function, , in over spheres with arbitrary center (…

math.CA2026

Microlocal analysis of Radon transforms over quadric surfaces

Gaik Ambartsoumian, Raluca Felea, Venkateswaran P. Krishnan +2

We study the microlocal properties of generalized Radon transforms over a family of quadric hypersurfaces whose centers lie on an orientable hypersurface . The quadric surfaces…

math.FA2023

Surface of revolution Radon transforms with centers on generalized surfaces in

James W. Webber, Sean Holman, Eric Todd Quinto

We present a novel analysis of a Radon transform, , which maps an function of compact support to its integrals over smooth surfaces of revolution with centers on an embedd…

math.FA2022

Ellipsoidal and hyperbolic Radon transforms; microlocal properties and injectivity

James W. Webber, Sean Holman, Eric Todd Quinto

We present novel microlocal and injectivity analyses of ellipsoid and hyperboloid Radon transforms. We introduce a new Radon transform, , which defines the integrals of a compac…

math.FA2022★ 5 cited

Microlocal properties of seven-dimensional lemon and apple Radon transforms with applications in Compton scattering tomography

James W. Webber, Eric Todd Quinto

We present a microlocal analysis of two novel Radon transforms of interest in Compton Scattering Tomography (CST), which map compactly supported functions to their integrals…

math.FA2020

Microlocal analysis of generalized Radon transforms from scattering tomography

James W. Webber, Eric Todd Quinto

Here we present a novel microlocal analysis of generalized Radon transforms which describe the integrals of functions of compact support over surfaces of revolution of $C^{\i…