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May 09, 2024
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MATH 353 - Topology Next Offered: Spring 2012 Semester Offered: Second Semester Credits (Range): 3 hours Attribute: 3NS, QP-F An introduction to point-set and algebraic topology. The fundamental notion of a topological space is introduced and properties of separation, compactness and connectedness. Topological spaces are also studied by means of algebraic invariants including homotopy and homology. Some of the famous theorems to be proved using these tools include the Brouwer Fixed Point Theorem, Poincare Index Theorem, Classification of Surfaces and the Ham Sandwich Theorem. Instructor: M. Raney Prerequisites & Notes Prerequisite: MATH 301 or 327 or consent of instructor. Note: Taught in alternate years only.
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