Angela Gibney

Angela Gibney is a Professor of Mathematics at the University of Pennsylvania, affiliated with the Department of Mathematics. Her research focuses on algebraic geometry and representation theory. She serves as the Graduate Chair and holds the title of Presidential Professor of Mathematics. Her contact information includes an email address and a website link for further details on her work and profile.

Angela Gibney is a researcher in Algebraic Geometry, with a focus on moduli spaces of curves and their associated divisors. Her work explores the geometry of moduli spaces such as $\overline{M}_{g,n}$, emphasizing the study of ample cones, Mori cones, and nef cones. She investigates conformal blocks divisors, their vanishing properties, and their connections to vertex algebras and CohFT-type structures. Her research also includes the analysis of vector bundles, factorization, and the global generation of sections on moduli spaces. Gibney's contributions span both foundational and applied aspects of algebraic geometry, particularly in the context of moduli theory and representation theory.