- 1W 09/18/02: first class, no meeting
- 2M 09/23/02: Intro
- 2W 09/25/02: Royden Ch1 Secs 1,2,3
- Assign HW#1 due 3M
- History of set theory, 1850-1910
- 3M 09/30/02: Royden Ch1 Secs 4,5,6
- Assign HW#2 due 4M
- 9 axioms of ZFC
- 3W 10/02/02: Royden Ch1 Secs 7,8,9
- return HW#1, discuss presenting problems in class
- 4M 10/07/02: Royden Ch2 Secs 1,2
- new office hours: Th 4-5p, F 12:30-1:30p
- Assign HW#3 due 5M (opt presentations)
- MIDTERM 7M on Chs 1-2
- Additional material on definition of reals
- 4W 10/09/02: Royden Ch2 Secs 3,4
- discuss team prep ** problems to present in class M AND W
- topological space, metric space (preview)
- 5M 10/14/02: student discussion of problems
- 5W 10/16/02: Royden Ch2 Secs 5,6
- Assign HW#4 due 6M (opt presentations by teams)
- This finishes Ch 2
- 6M 10/21/02: student discussion of problems
- Summary of Ch7, Secs 1-4
- Assign HW#5 due 7M
- 6W 10/23/02: Discuss HW#1-4, Midterm
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- 7M 10/28/02: Midterm
- 7W 10/30/02: Ch7, Secs 5-7
- Assign HW#5
- 8M 11/04/02: problem presentations
- Ch7, Sec 8
- Ch8, Secs 1-2
- Assign HW#6, first part (due 9W)
- 8W 11/06/02: Ch8, Sec 3
- Assign HW#6, 2nd part (due 9W)
- 9M 11/11/02: no meeting
- 9W 11/13/02: problem presentations
- Assign HW#7 due 10M (connectedness)
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