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MATH536
Algebraic Topology
MATH536 SP
| Section | Class Size | *Available | Times |
|---|
| 1 | 20 | 18 | Times: M.W.... 2:40PM-4:00PM; |
*The number of spaces listed as available is based on class seats open for
the current phase of registration. Some seats may be taken in previous
phases while others may be held out for subsequent phases of registration.
(Last Updated on Wed Mar 4 05:00:40 EST 1998
)
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
To be announced
EXAMINATIONS AND ASSIGNMENTS
As needed.
ADDITIONAL REQUIREMENTS and/or COMMENTS
Graduate course,
open to qualified undergraduates; required of Ph.D
candidates.
COURSE FORMAT: Discussion Lecture
REGISTRATION INFORMATION
Level: GR Credit: 1.00
Prerequisites:
MATH523 and MATH524
- Section 01
- Hovey, M
- Times: M.W.... 2:40PM- 4:00PM;
- Grading Mode: A/F
- Registration Preference (1 high to 6 low, 0=Excluded) Sr: 0, Jr: 0, So: 0, Fr: 0
- No Major Preference Given
Last Updated on MAR-03-1998
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