© | Dror Bar-Natan: Talks: Tennessee-1103:

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0:00:48 [add] Handout view 2: The One Clever Argument
0:01:09 [add] Handout view 1: Abstract
0:01:51 [add] Handout view 2: The One Clever Argument
0:01:54 [add] Handout view 3: All
0:02:01 [add] Handout view 4: Disclaimer
0:02:26 [add] Handout view 5: The Stonehenge Pairing
0:10:38 [add] Handout view 6: The Guassian Linking Number
0:13:16 [add] Handout view 7: Z
0:16:43 [add] Handout view 8: The Main Theorem
0:20:40 [add] Handout view 9: Geometry of the IHX Relation
0:28:55 [add] Handout view 10: IHX
0:29:42 [add] Handout view 11: STU
0:30:03 [add] Handout view 12: Framing
0:30:17 [add] Handout view 13: The Main Theorem, Again
0:31:28 [add] Handout view 14: Low Algebra
0:33:32 [add] Handout view 14: Low Algebra
0:37:05 [add] Handout view 15: Jones, HOMFLYPT, Kauffman
0:38:34 [add] Handout view 16: Chern-Simons-Witten
0:42:24 [add] Handout view 17: Vassiliev-Goussarov
0:43:04 [edit] I meant, "a polynomial is a function all of whose derivatives, except perhaps the first n, vanish".
0:46:49 [add] Handout view 17: Vassiliev-Goussarov
0:47:39 [add] Handout view 18: Knotted Trivalent Graphs
0:50:16 [add] Handout view 19: Algebraic Knot Theory and High Algebra
0:52:54 [add] Handout view 18: Knotted Trivalent Graphs
0:53:36 [add] Handout view 19: Algebraic Knot Theory and High Algebra
0:55:01 [add] Handout view 20: The u,v,w, & p Stories
0:55:16 [add] Handout view 21: uCC
0:55:28 [add] Handout view 22: The u-Story
0:55:38 [add] Handout view 23: w-Knots
0:55:50 [add] Handout view 24: Topology, Combinatorics, Low and High for w.
0:56:42 [add] Handout view 25: The less-understood w-story
0:57:11 [add] Handout view 26: v-Knots
0:57:14 [add] Handout view 27: The v-Story
0:57:21 [add] Handout view 28: The p-Story
0:58:15 [add] Handout view 29: Where is Hyperbolic Geomtry?
0:58:23 [add] Handout view 1: Abstract
1:00:58 [add] Handout view 29: Where is Hyperbolic Geomtry?
1:01:01 [add] Handout view 28: The p-Story