Date
Read
Problem Session Problems
Written Homework Problems
Due
1/28
Chapter 1: Introduction p. 22 #1-8 p. 22 #6,7
2/4
2/4
Chapter 2.1: Open and closed sets Click here List all possible topologies on X={a,b,c}.
p. 31 #2,3,4,9
2/11
2/11
Chapter 2.2: Continuous functions p. 35 #15,16,17,20 p. 35 #13,14,21
2/18
2/18
Chapter 2.4 The Tietze extension theorem Click here Click here
2/25
2/25
Chapter 3.1 Closed bounded subsets of ℝn
Chapter 3.2 The Heine-Borel theorem
Chapter 3.3 Properties of compact spaces
p. 46 #3
p. 50 #6,9,12
p. 46 #1,4
p. 50 #14
3/4
3/25
Chapter 3.4 Product spacess p. 55 #26,27,29 p. 55 #20,25
4/1
4/1
Chapter 3.5 Connectedness Click here p. 60 #30,31,33
4/8
4/8
Chapter 3.6 Joining points by paths Click here p. 63 #38,40,42
4/15
4/15
Chapter 1.3 Surfaces
Chapter 1.4 Abstract Spaces
p. 23 11,14,15,16 Click here
4/22
4/22
Chapter 4.1 Constructing a Möbius strip
Chapter 4.2 The identification topology
Click here Click here
4/29
4/29
Chapter 7 Surfaces Click here