Let *M* be a Riemannian globally symmetric space of compact type, *M'* its set of maximal flat totally geodesic tori, and *\mathrm{ad}(M)* its adjoint space. We show that the kernel of the maximal flat Radon transform *\tau:L^2(M) \rightarrow L^2(M')* is precisely the orthogonal complement of the image of the pullback... Show more

January 22, 2016

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On the kernel of the maximal flat Radon transform on symmetric spaces of compact type

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