Article ID Journal Published Year Pages File Type
4624547 Advances in Applied Mathematics 2016 22 Pages PDF
Abstract

We define a version of the Radon transform for monogenic functions which is based on Szegő kernels. The corresponding Szegő–Radon projection is abstractly defined as the orthogonal projection of a Hilbert module of left monogenic functions onto a suitable closed submodule of functions depending only on two variables. We also establish the inversion formula based on the dual transform.

Related Topics
Physical Sciences and Engineering Mathematics Applied Mathematics
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