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0:00:00 [add] Handout view 1: Abstract
0:00:54 [add] Handout view 2: All
0:01:04 [add] Handout view 3: Drinfel'd
0:01:31 [add] Handout view 4: Quote 1
0:02:35 [add] Handout view 5: Quote 2
0:03:19 [add] Handout view 6: Master Jedi
0:03:56 [add] Handout view 7: Global View
0:08:34 [add] Handout view 8: Baby Example
0:14:39 [edit] First blackboard: $B$ and $C$ in the case of the pure braid group.
0:18:23 [edit] Second blackboard: The Drinfel'd-Kohno relations.
0:21:24 [edit] I should have mentioned that a double point within a braid means "the difference between an over-crossing and an under-crossing", and thus it represents an element of the augmentation ideal $I$.
0:24:14 [edit] Third blackboard: The derivation of 4T / Drinfel'd-Kohno.
0:29:02 [add] Handout view 9: B
0:30:04 [edit] Kamnitzer's question: Are there groups for which there are no such isomorphisms?
0:32:16 [add] Handout view 10: Parenthesized Braids
0:34:26 [add] Handout view 11: Skeleton
0:35:12 [add] Handout view 12: Operations on PaB
0:37:42 [add] Handout view 12: Operations on PaB
0:40:22 [add] Handout view 13: C
0:40:33 [add] Handout view 14: Parenthesized Chord Diagrams and Ops
0:43:36 [add] Handout view 15: Rtilde
0:45:22 [edit] $\tilde{R}$
0:46:29 [add] Handout view 16: Generators of PaB
0:47:30 [add] Handout view 17: Locality Relations
0:47:36 [add] Handout view 18: Pentagon and Hexagon
0:49:18 [add] Handout view 19: Associators
0:49:36 [add] Handout view 19: Associators
0:50:01 [add] Handout view 20: Generators of PaCD
0:50:07 [add] Handout view 21: Locality Relations
0:50:16 [add] Handout view 22: The Pentagon and the Hexagons
0:50:39 [add] Handout view 24: The Main Theorem
0:50:44 [add] Handout view 23: GRT
0:50:59 [add] Handout view 24: The Main Theorem
0:53:05 [add] Handout view 25: Polyhedron
0:53:13 [add] Handout view 1: Abstract