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Academic Year 2001/2002

Algebraic Topology
MATH 536 SP

Homotopy, the fundamental group, covering spaces: classification and lifting theorems. Singular and/or simplicial homology theory, verification of the Eilenberg-Steenrod axioms. Some computations. Applications to open maps, fixed points theorems, and the like.

MAJOR READINGS

EXAMINATIONS AND ASSIGNMENTS

ADDITIONAL REQUIREMENTS and/or COMMENTS

COURSE FORMAT: Lecture

REGISTRATION INFORMATION

Level: GRAD    Credit: 1    Gen Ed Area Dept: NONE    Grading Mode: Student Option   

Prerequisites: (MATH523 AND MATH524) Links to Web Resources For This Course.

Last Updated on MAR-19-2002

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