Range Characterization of Spherical Radon Transforms and Unique Continuation Property

Explore a mathematical seminar presentation where Associate Professor Venky Krishnan from Tata Institute of Fundamental Research delves into the range characterization of spherical Radon transforms and unique continuation property. Learn about spherical Radon transform functions supported in the unit ball within odd dimensional Euclidean space, specifically focusing on spheres with centers restricted to the unit sphere. Discover the range characterization of functions independent of the angular variable and understand their implications for the unique continuation property of spherical Radon transforms. Gain insights from this collaborative research work conducted with Divyansh Agrawal (TIFR CAM, India), Gaik Ambartsoumian (University of Texas at Arlington, USA), and Nisha Singhal (TIFR CAM, India), presented as part of the Rich and Nonlinear Tomography series at INI Seminar Room 2.