Prerequisites: MATH 201 and 212
This first course in topology discusses topological spaces, continuity, connectedness and path-connectedness, compactness, product spaces, quotient spaces, metric spaces, countability and separation axioms, and other selected topics.
Outcomes: Students will obtain a background in topology that will allow them to apply this topic to other areas of mathematics or to pursue graduate studies.
This first course in topology discusses topological spaces, continuity, connectedness and path-connectedness, compactness, product spaces, quotient spaces, metric spaces, countability and separation axioms, and other selected topics.
Outcomes: Students will obtain a background in topology that will allow them to apply this topic to other areas of mathematics or to pursue graduate studies.