Basic Topology
5.0
(4)
50 learners
What you'll learn
This course includes
- 3.5 hours of video
- Certificate of completion
- Access on mobile and TV
Course content
1 modules • 19 lessons • 3.5 hours of video
Basic Topology
19 lessons
• 3.5 hours
Basic Topology
19 lessons
• 3.5 hours
- Basic Topology 1 | Introduction and Open Sets in Metric Spaces 10:03
- Basic Topology 2 | Topological Spaces 07:33
- Basic Topology 3 | Closed Sets and Closure 11:45
- Basic Topology 4 | Compact Sets 13:34
- Basic Topology 5 | Closed Subsets of Compact Sets are Compact 07:12
- Basic Topology 6 | Hausdorff Spaces 07:57
- Basic Topology 7 | Compact Sets are Closed 07:19
- Basic Topology 8 | Locally Compact Hausdorff Spaces 08:20
- Basic Topology 9 | Continuity and Semicontinuity 11:32
- Basic Topology 10 | Compact Sets Stay Compact Under Continuous Maps 14:55
- Basic Topology 11 | Urysohn's Lemma 09:49
- Basic Topology 12 | Intermediate Compact and Open Sets 16:46
- Basic Topology 13 | Proof of Urysohn's Lemma 19:18
- Basic Topology 14 | Partition of Unity 18:04
- Basic Topology 15 | Connected Spaces 12:44
- Basic Topology 16 | Path-Connected Spaces 12:26
- Basic Topology 17 | Locally Path-Connected Spaces 12:23
- Basic Topology 18 | Path-Connected Components 10:34
- Basic Topology 19 | Homeomorphic Spaces 12:02
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