Lecture, three hours; discussion, one hour. Basic concepts of homotopy theory, fundamental group and covering spaces, singular homology and cohomology theory, axions of homology theory, Mayer/Vietoris sequence, calculation of homology and cohomology of standard spaces, cell complexes and cellular homology, de Rham theorem on isomorphism of de Rham differential-form cohomology and singular cohomology with real coefficients. S/U or letter grading.

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Enrollment Progress

Mar 5, 3 PM PST
LEC 1: 11/22 seats taken (Open)
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Section List

  • LEC 1

    Open (4 seats)

    MWF 12pm-12:50pm

    Mathematical Sciences 7608

Course

Instructor
Ka-Yuet Liu
Previously taught
22S 21S 14S 11S 10S 09S

Previous Grades

Grade distributions not available.