Radon transform on real symmetric varieties: kernel and cokernel
Bernhard Kroetz
TL;DR
This paper introduces and investigates the Radon transform on real symmetric varieties, focusing on its kernel and cokernel to understand its mathematical properties.
Contribution
It defines the minimal Radon transform on real symmetric varieties and analyzes its kernel and cokernel, providing new insights into its structure.
Findings
Characterization of the kernel of the Radon transform
Analysis of the cokernel of the Radon transform
Mathematical properties of the Radon transform on symmetric varieties
Abstract
We define and study the (minimal) Radon transform on a real symmetric variety.
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Taxonomy
TopicsMathematical Analysis and Transform Methods · Medical Imaging Techniques and Applications · Advanced Algebra and Geometry