MATH523

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MATH523

Topology I MATH523 FA

Section	Class Size	*Available	Times
1	22	0	Times: M.W.... 1:10PM-2:30PM;

*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 05:01:03 EST 1998 )

General topology. Introduction to set theory and cardinal numbers. Topological spaces. Separation axioms, continuity, connectedness, compactness, product spaces, cardinal invariants. Major results, such as: Urysohn metrization theorem, Baire category theorem, Tychonoff product theorem, Stone-Cech compactification theorem. Further selected topics. Professorial whim and student interest may combine to effect the inclusion of other topics, elementary or advanced or both.

MAJOR READINGS

TOPOLOGY: A FIRST COURSE by James R. Munkres

EXAMINATIONS AND ASSIGNMENTS

Regular homework assignments

ADDITIONAL REQUIREMENTS and/or COMMENTS

COURSE FORMAT: Discussion Lecture

REGISTRATION INFORMATION

Level: GR Credit: 1.00

Prerequisites: None

Section 01: Comfort, W; Times: M.W.... 1:10PM- 2:30PM;; 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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