The Radon transformation and applications
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The Radon transformation and its dual, or their associates, of which each component of the transformation Θ in Theorem 1.1.1 is a special case, connect the analysis of functions in the plane and in the hyperbolic half-plane: when enriched with an automorphy condition, the dual Radon transformation will also set up a correspondence, in Chapter 3, from automorphic distribution theory (in the plane) to automorphic function theory (in the half-plane).
KeywordsEisenstein Series Integral Kernel Automorphic Function Radon Transformation Generalize Eigenfunctions
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