Nonexistence of invariant distributions supported on the limit set
classification
🧮 math.DG
keywords
invariantlimitsupportedboundarybundlesconditionscurvaturedistribution
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We obtain sufficient conditions exlcuding the existence of non-trivial distribution sections of bundles over the boundary of symmetric spaces of negative curvature which are invariant with respect to a geometrically finite group of isometries and are supported on the limit set in a strong sense.
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