Math 336 -- Topology II 

Math 336 is the second semester in a topology sequence that begins with Math 335. The exact set of topics covered in Math 336 will depend on the instructor; in recent years, it has covered simplicial homology theory, but could also cover a topic such as differential geometry. Math 336 is typically offered in alternate years.

Prerequisites: Math 335

Who should take this course? Math majors, especially those intending to go to graduate school in mathematics


Topics covered:
Abstract simplicial complexes
Simplicial homology theory
Topological invariance of homology groups
Brouwer and Lefschetz fixed-point Theorems
Relative homology and the Eilenberg-Steenrod Axioms


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For detailed information about Math 336 this year, please consult the list of Fall Courses and Spring Courses linked to the Mathematics and Statistics Home Page.