Course: Math 545, Topics in Riemannian Geometry, the de Rham-Hodge Theory
Class hours: TuTh 1-2:30pm
Classroom: Cupples I, Room 111
Instructor: Quo-Shin Chi
Office: Room 210, Cupples I
Office Hours: TBA
Textbook: Class Notes

We will develope the theory of elliptic differential operators between two vector bundles of a manifold and its applications to the topology of real and complex manifolds.

The following are the reference books.

Complex Manifolds and Deformation of Complex Structures, by K. Kodaira

Foundations of Differentiable Manifolds And Lie Groups, by F. Warner