Fall 2021 MAT320/640 (Real Analysis)
This is a hybrid course on Real Analysis, covering basic topology of real numbers, continuity, differentiation, and the Riemann integral. For more information, please refer to the syllabus and course information link below, as well as the official course description.
THIS IS A HYBRID COURSE.
MOST ACTIVITIES WILL BE HELD ONLINE/REMOTELY, INCLUDING ALL EXAMS AND HOMEWORK DELIVERY.
IN-PERSON ACTIVITIES ARE OPTIONAL AND SUBJECT TO CHANGE.
IMPORTANT COURSE MATERIALS:
Main Syllabus and Course Information
Day-by-day schedule
Classes:
Mondays and Wednesdays, 1:00pm - 2:40pm
Either pre-recorded or live (via Zoom) or in person at Gillet 333, according to schedule
Recommended textbooks:
1. "Elementary Analysis: The Theory of Calculus",
by Kenneth Ross, Springer (2nd edition)
2. "Principles of Mathematical Analysis",
by Walter Rudin, McGraw-Hill (3rd edition)
3. "Real Mathematical Analysis",
by Charles Chapman Pugh, Springer (2nd edition)
Office hours:
Held during scheduled class time in all days when lectures are pre-recorded.
Mondays and Wednesdays, 1:00pm - 2:30pm, at same Zoom link used for live lectures