Some Lecture Notes for Math 530
Chapter 2
Section 12
Section 13
Section 14
Sections 15 and 16
Section 17
Section 18
Section 19
Sections 20 and 21
Section 22
Chapter 3
Section 23
Section 24
Section 25
Cut Points
Section 26
Section 27
Section 28
Section 29
Chapter 4
Section 30 Summary Video 1 Video 2
Section 31
Section 32 Summary
Section 33
Section 34
Section 35 (just added)
Section 36
Chapter 5
Section 37 Illustrating Zorn's Lemma
Section 38 (Rough notes) [Optional Reading]
Chapter 6
Quick Summary of Chapter 6 [Optional Reading]
Section 39 [Optional Reading]
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Section 41 [Optional Reading]
On whether Rw is paracompact in box topology.
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Chapter 7
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Chapter 8
Section 48 The Sorgenfrey line is a Baire space
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Chapter 9
Chapter 9 Intro
Section 51
Section 52
Section 53
Section 54
Section 55
Section 56
Section 57 (skip)
Section 58
Section 59
Section 60
Somne group theory
Higher homotopy groups (optional)
Hopf fibration video by Niles Johnson
Hatcher's Algebraic Topology book
Homotopy groups of spheres and low-dimensional topology, by Andrew Putman
Optional reading
Tutorial on Axiomatic Set Theory
Axiomatic Set Theory
Units Circles in R2
Planar Continua
Summary of Section 30
Summary of Sections 31 & 32
Urysohn's Lemma