Shortcuts  Notes
This is a graduate level course at the Courant Institute of Mathematical Sciences, NYU.
Course information

Instructor: Maximilian Nitzschner.

Semester: Fall 2022.

Outline: Complex numbers, the complex plane; Elementary complex functions, continuity; Holomorphic functions, CauchyRiemann equations; Contour integrals, CauchyGoursat theorem, Cauchy integral formula; Harmonic functions, maximum principle, Poisson formula; Power series, Taylor’s theorem, mapping properties of holomorphic functions; Laurent expansion, residues; Conformal mappings, analytic continuation.
Gradebook
Overall grade: A (3.00/3.00)
Item  Grade  Letter 

Midterm Project  176/180  A 
Final Project  24/35  A 
Presentations  29.5/35  A 