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Seidon Alsaody's Math Channel
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Check out my course on Commutative algebra and algebraic geometry on https://youtube.com/playlist?list=PLn6dA-hP_G8SR-v8EV5m9vcpo-V9No-2V&si=uIfg1A_QoTVqUjXU
(The Uppsala Algebra channel has many other courses by colleagues.)

21.3 Network flows
10:05
21.3 Network flows
21.2 Menger's Theorem
14:14
21.2 Menger's Theorem
21.4 Summary and perspectives
5:30
21.4 Summary and perspectives
21.1 Matchings
10:05
21.1 Matchings
20.3 The Four Colour Theorem revisited
13:16
20.3 The Four Colour Theorem revisited
20.1 Edge colourings
16:18
20.1 Edge colourings
20.2 Edge colouring in bipartite graphs
10:02
20.2 Edge colouring in bipartite graphs
19.3 (Optional) A glimpse into the proof of the four colour theorem
9:24
19.3 (Optional) A glimpse into the proof of the four colour theorem
19.2 Towards the four colour theorem
8:40
19.2 Towards the four colour theorem
19.1 Map colourings
10:36
19.1 Map colourings
18.3 The chromatic polynomial
8:10
18.3 The chromatic polynomial
18.2 Counting colourings
13:59
18.2 Counting colourings
18.1 The number of colourings
10:58
18.1 The number of colourings
17.2 Colouring planar graphs
14:16
17.2 Colouring planar graphs
17.1 Colouring graphs
13:14
17.1 Colouring graphs
17.3 An application of colouring
3:36
17.3 An application of colouring
16.3 Abstract duality
16:58
16.3 Abstract duality
16.1 Geometric duality
15:32
16.1 Geometric duality
16.2 Duality of cycles and cutsets
8:40
16.2 Duality of cycles and cutsets
15.4 Graphs on other surfaces
14:33
15.4 Graphs on other surfaces
15.3 Measuring non-planarity
8:35
15.3 Measuring non-planarity
15.2 Consequences of Euler's formula
10:18
15.2 Consequences of Euler's formula
15.1 Polyhedra
3:48
15.1 Polyhedra
14.2 Euler's formula
13:57
14.2 Euler's formula
14.1 The faces of a plane graph
7:41
14.1 The faces of a plane graph
13.3 Characterizing non-planarity
10:19
13.3 Characterizing non-planarity
13.2 Important non-planar graphs
15:29
13.2 Important non-planar graphs
13.1 Planar graphs
6:10
13.1 Planar graphs
12.4 Guest lecture: Graphs and trees in biology
9:08
12.4 Guest lecture: Graphs and trees in biology
12.3 Bracing rectangular frameworks
10:02
12.3 Bracing rectangular frameworks
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