2 problems

Let $\widetilde{T}_{\infty}$ be the completion of the universal commensurability Teichmüller space for its Teichmüller metric. It is a separable complex Banach manifold identified…

Let $E$ be a flat vector bundle on a Riemann surface, and let its holomorphic Cappell–Miller torsion be the torsion element associated with the determinant of cohomology. Cappell–M…