Limits of real and complex sequences and series; topology of metric spaces; continuity and differentiability of functions; definition, properties, and approximations of Riemann integrals; convergence of sequences and series of functions; Fourier series and other orthogonal systems of functions, approximations theorems. | Prerequisites: (MA-UY 2114 or MA-UY 2514) and (MA-UY 2034 or MA-UY 3034 or MA-UY 3044 or MA-UY 3054) and Junior level standing or above.

Mathematics (Undergraduate)
4 credits – 14 Weeks

Sections (Fall 2024)

MA-UY 4614-000 (18435)
09/03/2024 – 12/12/2024 Tue,Thu
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by Yang, Yisong

MA-UY 4614-000 (18436)
09/03/2024 – 12/12/2024 Fri
12:00 AM – 1:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by

MA-UY 4614-000 (18437)
09/03/2024 – 12/12/2024 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Brooklyn Campus
Instructed by