Alessandro Ghigi

Alessandro Ghigi is an Associate Professor in the Department of Mathematics 'Felice Casorati' at the University of Pavia. His research focuses on Complex Geometry, Differential Geometry, and their intersections with Moduli Spaces, Hodge Theory, and Algebraic Geometry. He has contributed to topics including Shimura varieties, geodesic submanifolds, and geometric structures on algebraic varieties.

• Education: Advanced degrees in mathematics from leading institutions, though specific details are not explicitly provided.

Research Interests: Ghigi’s work explores the interplay between complex manifolds, algebraic curves, and geometric invariants. Key areas include the study of period maps, moduli spaces of curves, and applications of Hodge theory. His papers often address problems in differential geometry, such as the geometry of Jacobian loci and convexity theorems in symplectic settings.

His recent articles (2024–2016) emphasize complex geometry and algebraic structures, with a focus on moduli spaces and geometric constructions. Notably, he examines Shimura varieties, Bergman kernels, and topological aspects of curve actions.

• Awards: No specific scientific awards mentioned in the provided texts.

Teaching: Ghigi has taught courses in algebra, geometry, and differential geometry across multiple academic years at the University of Pavia. Recent courses include 'Geometry and Algebra' for engineering students and 'Complements of Geometry' at the graduate level.

His research also involves collaborations on geometric analysis and topological constructions of algebraic varieties.