Complex geometry(first part)

A.Y. 2021/2022
6
Max ECTS
42
Overall hours
SSD
MAT/03
Language
Italian
Learning objectives
Learn the basic tools and methods in the theory of Riemann surfaces.
Expected learning outcomes
Students will learn some basic tools and results in the theory of Riemann surfaces including maps between Riemann surfaces, the Riemann Existence theorem, the theory of divisors, the Riemann Roch theorem and the canonical model of a Riemann surface.
Course syllabus and organization

Single session

Responsible
Lesson period
Second semester
MAT/03 - GEOMETRY - University credits: 6
Lessons: 42 hours
Professor(s)
Reception:
friday.8.45-11.45
Office2101, second floor, via C. Saldini 50
Reception:
Thursday 4:30pm-6pm or by appointment via email. COVID-19: online office hours
Math Department in via C. Saldini 50. Office: 1.007