The moduli space of regular stable maps

Abstract

The moduli space of regular stable maps with values in a complex manifold admits naturally the structure of a complex orbifold. Our proof uses the methods of differential geometry rather than algebraic geometry. It is based on Hardy decompositions and Fredholm intersection theory in the loop space of the target manifold.

59 pages, 2 figures

Cited by in corpus (1)

• Moduli of Open Stable Maps to a Homogeneous Space