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Equivariant vector bundle structure on the tangent bundle of compact Riemann surfaces with non trivial action on the base space,
Let $M_{g}$ be the compact Riemann surface with $g\geq 2$.
Is there an infinit group $G$ with an equivariant action on the pair $(TM_{g}, M_{g})$ such that the action on the fibers preserves the inner ...
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