MATH 661
Complex Analysis II
Introduction to techniques of several complex variables, with focus on geometric topics: Hartogs phenomena, Cousin problems, Dolbeault cohomology, L2 techniques, embedding of Stein manifolds, and the theory of coherent analytic sheaves.
Topics
- Hartogs phenomena
- Cousin problems
- Dolbeault cohomology
- L2 techniques
- embedding of Stein manifolds
- and the theory of coherent analytic sheaves
Topics explicitly listed in official catalogue description
Prerequisites & course information
Additional Information: To prepare for this course, students should take MATH630 and MATH660 or consult with the course instructor before registering.
Sources
- Course catalogue ↗2026-2027