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0:01:06
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Handout glides to view 2: The Bigger Picture
0:10:09
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Handout glides to view 3: Disclaimer
0:10:13
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Handout glides to view 4: Homomorphic Expansions
0:13:46
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Handout glides to view 5: Just for Fun
0:17:01
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Handout glides to view 6: Cheap And Plenty
0:18:02
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Handout glides to view 7: Algebraic Structures
0:19:13
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Handout glides to view 8: Pure Braids
0:20:43
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Handout glides to view 9: Topology, Combinatorics, High, Low
0:22:32
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Handout glides to view 10: Generators, Relations, Operations
0:30:16
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Handout glides to view 11: The w-Generators
0:33:06
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Handout glides to view 12: Ribbon 2-Knots
0:33:11
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Handout glides to view 13: The w-Relations
0:36:31
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Handout glides to view 12: Ribbon 2-Knots
0:37:46
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Handout glides to view 11: The w-Generators
0:38:34
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Handout glides to view 12: Ribbon 2-Knots
0:38:34
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Handout glides to view 13: The w-Relations
0:38:52
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Handout glides to view 14: The w-Operations
0:39:24
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Handout glides to view 15: S1: The Knot Theoretic Statement
0:42:09
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Handout glides to view 16: From wTT to A
0:44:37
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Handout glides to view 17: w-Jacobi Diagrams
0:46:49
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Handout glides to view 18: S2: The Diagrammatic Statement
0:47:59
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Handout glides to view 19: Diagrammatic to Algebraic
0:49:56
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Handout glides to view 20: S3: The Algebraic Statement
0:50:45
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Handout glides to view 21: Algebraic and Unitary
0:51:27
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Handout glides to view 22: S4: The Unitary Statement
0:51:57
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Handout glides to view 23: Unitary to Group Algebra
0:52:38
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Handout glides to view 24: S5: The Group-Algebra Statement
0:52:57
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Handout glides to view 25: Convolutions and Group Algebras
0:52:59
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Handout glides to view 26: S6: The Convolutions Statement
0:53:05
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Handout glides to view 27: We skipped...
0:53:21
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Handout glides to view 28: Propaganda
0:53:51
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Handout glides to view 27: We skipped...
