Real Schottky uniformizations and Jacobian of May surfaces (Q1772113)

The authors construct real Schottky uniformizations of every May surface. By using these uniformizations, they obtain symplectic representations of the group \(K(R, \tau)\). They also study the families of principally polarized Abelian varieties admitting the given group of automorphisms and compute the corresponding Riemann matrices, including those for the Jacobians of May surfaces.