MATH 1701 - INTRODUCTION TO TOPOLOGY

Minimum Credits: 3
Maximum Credits: 3
This course may include topics from point-set topology such as topological spaces, metric spaces, connectedness, compactness, and count ability axioms. The course may also include some topics from algebraic-combinatorial topology such as simplicial complexes, the fundamental group, Jordan curve theorem, Euler characteristic classification theorem of compact surfaces, homology groups, homotopic groups, vector fields, and fixed points.
Academic Career: Undergraduate
Course Component: Lecture
Grade Component: LG/SU3 Elective Basis
Course Requirements: PREQ: (MATH 0241 or 0240) and 1012

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