MATH0323A-F17
Real Analysis
Real Analysis
An axiomatic treatment of the topology of the real line, real analysis, and calculus. Topics include neighborhoods, compactness, limits, continuity, differentiation, Riemann integration, and uniform convergence. (MATH 0223) 3 hrs. lect./disc.
An axiomatic treatment of the topology of the real line, real analysis, and calculus. Topics include neighborhoods, compactness, limits, continuity, differentiation, Riemann integration, and uniform convergence. (MATH 0223) 3 hrs. lect./disc.
- Term:
- Fall 2017
- Location:
- Warner Hall 202(WNS 202)
- Schedule:
- 1:45pm-2:35pm on Monday, Wednesday, Friday (Sep 11, 2017 to Dec 8, 2017)
- Type:
- Lecture
- Instructors:
- Steve Abbott
- Subject:
- Mathematics
- Department:
- Mathematics
- Division:
- Natural Sciences
- Requirements Fulfilled:
- DED
- Levels:
- Undergraduate
- Availability:
- View availability, prerequisites, and other requirements.
- Course Reference Number (CRN):
- 90220
- Subject Code:
- MATH
- Course Number:
- 0323
- Section Identifier:
- A