|
|
|
Nov 25, 2024
|
|
MATH 440 - Topology (3 units)
General topological spaces, continuity, compact and locally compact spaces, connectedness, path connectedness, product and quotient topologies, countability and separation axioms, metric spaces.
Prerequisite(s): MATH 310 .
Grading Basis: Graded
Units of Lecture: 3
Offered: Every Spring
Student Learning Outcomes
Upon completion of this course, students will be able to:
1. demonstrate an understanding of topological spaces and continuous functions through proofs and examples.?
2. analyze topological properties such as compactness, connectedness and path-connectedness, and prove their consequences including the Extreme Value and Intermediate Value Theorem from Calculus.?
3. analyze continuity or discontinuity of functions defined on a quotient space.
Click here for course scheduling information. | Check course textbook information
Add to Portfolio (opens a new window)
|
|
|