© | Dror Bar-Natan: Talks: Hefei-1811:

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0:03:17 [add] Handout view 2: All
0:04:50 [add] Handout view 3: Thanks, URL
0:05:46 [add] Handout view 4: Credits
0:06:03 [add] Handout view 5: Candies
0:06:53 [add] Handout view 6: Knot 1
0:07:00 [add] Handout view 7: Knot 2
0:07:08 [add] Handout view 6: Knot 1
0:07:19 [add] Handout view 7: Knot 2
0:08:10 [add] Handout view 6: Knot 1
0:08:18 [add] Handout view 7: Knot 2
0:08:31 [add] Handout view 8: Knot Portfolio
0:17:12 [add] Handout view 9: Hopf Meta-Algebra
0:17:58 [add] Handout view 10: QG Portfolio
0:18:35 [add] Handout view 9: Hopf Meta-Algebra
0:18:38 [add] Handout view 8: Knot Portfolio
0:18:45 [add] Handout view 10: QG Portfolio
0:23:50 [add] Handout view 11: SA Portfolio
0:28:32 [add] Handout view 11: SA Portfolio
0:28:58 [add] Handout view 12: Ops are Objects
0:29:35 [add] Handout view 11: SA Portfolio
0:29:49 [add] Handout view 12: Ops are Objects
0:36:00 [add] Handout view 13: The Composition Law
0:38:02 [add] Handout view 14: Examples
0:39:41 [add] Handout view 12: Ops are Objects
0:39:46 [add] Handout view 14: Examples
0:41:59 [add] Handout view 10: QG Portfolio
0:42:01 [add] Handout view 11: SA Portfolio
0:42:11 [add] Handout view 14: Examples
0:42:13 [add] Handout view 15: More examples
0:43:54 [add] Handout view 14: Examples
0:43:59 [add] Handout view 15: More examples
0:45:40 [add] Handout view 16: Even more examples
0:46:39 [add] Handout view 16: Even more examples
0:46:59 [add] Handout view 13: The Composition Law
0:47:15 [add] Handout view 16: Even more examples
0:47:24 [add] Handout view 17: Zipping
0:47:37 [add] Handout view 22: The Real Thing
0:48:14 [add] Handout view 18: Zipping Theorem
0:48:39 [add] Handout view 21: Implementation
0:48:49 [add] Handout view 22: The Real Thing
0:49:06 [add] Handout view 27: Solvable Approximation
0:50:14 [add] Handout view 27: Solvable Approximation
0:50:50 [add] Handout view 28: CU and QU