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Day Due Assignments
1 1/12 Ch I sections 1, 2, 3, 4
1/12 Problems  Ch I:  3bc, 5a, 7cef
2 1/12 Ch II sections 1, 2
1/12 Problems  Ch II:  2ab, 3, 6
 
3 1/19 Ch II sections 3, 4
1/19 Problems  Ch II:  10a, 11, 12, 13
4 1/19 Ch III section 1
1/19 Problem  Ch III:  1a
5 1/19 Ch III section 2
1/19 Problems  Ch III:  3, 4, 5
 
6 1/26 Ch III section 3
1/26 Problems  Ch III:  8, 11, 18
7 1/26 Ch III section 4
1/26 Problems  Ch III:  24
8 1/26 Ch III section 5
1/26 Problems  Ch III:  32, 33
 
9 2/4 Ch III section 5; re-read proof of main Theorem
10 2/4 Ch III section 6
11 2/4 Ch IV section 1
2/4 Problems  Ch IV:  1d, 2, 3, 4
 
12 2/23 Ch IV section 2
13 2/23 Ch IV section 3
 
14 2/23 Ch IV section 4
2/23 Problems  Ch IV:  14ab (Hint: read section IV.1 example 2)
15 2/23 Ch IV section 5
2/23 Problems  Ch IV:  29ab
16 2/23 Ch IV section 6
2/23 Problems  Ch IV:  33ab
 
17 2/23 Ch IV section 6
2/23 Problems:  the Hilbert curve.
Here is an animation of the construction of the Hilbert curve.
18 3/2 Ch V sections 1, 2, 3
19 3/2 Ch V section 4
 
20 3/2 Ch VI section 1, 2
3/2 Problems:  11.
21 3/2 Ch VI section 3
3/2 Problems:  5, 8, 20.
3/2 Read in Dunham, Ch 5 "First Interlude" and Ch 7 "Riemann".
Here are the lecture notes on Riemann integrability.
22 3/2 Ch VI section 4, 5