Dror Bar-Natan: Talks: Montreal-1306: Talk 1 Video

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0:02:46 [add] Handout view 2: Why bother?

0:03:37 [add] Handout view 3: J has an extra Dim!

0:04:16 [add] Handout view 4: Perhaps also the rest?

0:04:47 [add] Handout view 5: Story/Theorem

0:06:45 [add] Handout view 6: Queries

0:09:27 [add] Handout view 3: J has an extra Dim!

0:09:37 [add] Handout view 7: The Philosophy Corner

0:10:05 [add] Handout view 8: What is Categorification?

0:11:22 [add] Handout view 9: Categorifying N

0:14:32 [add] Handout view 10: Categoriying Z

0:18:32 [add] Handout view 11: Categorifying into Complexes

0:22:20 [add] Handout view 12: Categorifying Laurent Polynomials

0:29:45 [add] Handout view 13: The Jones Polynomial

0:32:46 [add] Handout view 14: Jones Example

0:35:13 [add] Handout view 13: The Jones Polynomial

0:35:21 [add] Handout view 14: Jones Example

0:36:32 [add] Handout view 13: The Jones Polynomial

0:36:37 [add] Handout view 14: Jones Example

0:37:40 [add] Handout view 15: R2 for Jones

0:40:26 [add] Handout view 16: V

0:40:42 [add] Handout view 14: Jones Example

0:40:56 [add] Handout view 16: V

0:41:38 [add] Handout view 17: K at space-level

0:43:08 [add] Handout view 18: Signs, 1

0:43:11 [add] Handout view 17: K at space-level

0:43:40 [add] Handout view 18: Signs, 1

0:44:37 [add] Handout view 17: K at space-level

0:47:38 [add] Handout view 18: Signs, 1

0:47:46 [add] Handout view 19: Signs, 2

0:49:56 [add] Handout view 20: Maps needed

0:50:01 [add] Handout view 20: Maps needed

0:50:29 [add] Handout view 17: K at space-level

0:52:54 [add] Handout view 20: Maps needed

0:54:00 [add] Handout view 17: K at space-level

0:54:12 [add] Handout view 20: Maps needed

1:02:03 [add] Handout view 21: Maps

1:04:14 [add] Handout view 22: The Khovanov Complex

1:04:28 [add] Handout view 23: More Crossings?

1:05:00 [add] Handout view 24: Theorems

1:06:06 [add] Handout view 25: Tangles we must

1:10:56 [add] Handout view 26: The Main Picture

width: 352	ogg/Montreal-130624_352.ogg	orig/Montreal-130624.mov


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