Explicit isomorphisms via integral transforms connect cusp forms of spectral parameter ν to parabolic cohomology subspaces for groups on rank-one symmetric spaces, uniformly without classification.
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Cusp forms and parabolic cohomology classes for symmetric spaces of rank one
Explicit isomorphisms via integral transforms connect cusp forms of spectral parameter ν to parabolic cohomology subspaces for groups on rank-one symmetric spaces, uniformly without classification.