REVISTA DE LA REAL ACADEMIA DE CIENCIAS EXACTAS, FIĢSICAS Y NATURALES. SERIE A, MATEMAĢTICAS
Abstract
We construct local and global moduli spaces of supersymmetric curves with Ramond-Ramond punctures. We assume that the underlying ordinary algebraic curves have a level n structure and build these supermoduli spaces as algebraic superspaces, i.e., quotients of eĢtale equivalence relations between superschemes.
