Topology

Topology

6 Followers
    Lecture 20 (Topology) Intermediate Value Theorem, Path Connectedness, and Compactness
    1:41:24
    Lecture 17 (Topology) Properties of Metric Spaces and Isometries
    1:34:31
    Lecture 18 (Topology) Connected Topological Spaces
    1:47:09
    Lecture 16 (Topology) Metric Spaces
    1:50:14
    Lecture 19 (Topology) Connectedness, Homeomorphisms, and the IVT
    1:42:57
    Lecture 9 (Topology) Closed Sets
    1:58:43
    Lecture 15 (Topology) Continuity and Homeomorphisms
    2:32:38
    Lecture 10 (Topology) Interior and Closure of Sets
    1:53:43
    Lecture 7 (Topology) Basis for a Topology
    2:08:53
    Lecture 11 (Topology) Limit Points and Boundaries
    2:05:51
    Lecture 12 (Topology) Subspace and Product Topologies
    1:54:33
    Lecture 5 (Topology) Functions and Open Sets in a Topology
    1:45:55
    Lecture 6 (Topology) Open Sets
    1:54:51
    Lecture 3 (Topology) Set Theoretical Relations
    2:11:41
    Lecture 4 (Topology) Relations and Functions
    1:53:36
    Lecture 1 (Topology) Axiomatic Set Theory
    1:50:39
    Lecture 2 (Topology) Axiomatic Set Theory and Intro to Topology
    2:10:28
    Lecture 14 (Topology) Continuity and the Epsilon-Delta Definition
    2:05:38
    Lecture 13 (Topology) Product and Quotient Space Topologies
    2:05:00
    Lecture 8 (Topology) Basis for a Topology
    1:44:26
    Lecture 25 (Topology 2020)
    1:24:12
    Lecture 24 (Topology 2020)
    1:41:56
    Lecture 22 (Topology 2020)
    1:33:10
    Lecture 23 (Topology 2020)
    1:53:20
    Lecture 20 (Topology 2020)
    1:59:22