WClips/Navigation: Difference between revisions
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<noinclude>Back to [[WKO]].<br/></noinclude> |
<noinclude>Back to [[WKO]].<br/></noinclude> |
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<span style="color:red"><b>Next Meeting.</b></span> Wednesday February |
<span style="color:red"><b>Next Meeting.</b></span> Wednesday February 29, 2012, 12-2, at Bahen 4010. We'll continue with Sections 3.1-3.4, on the basics of w-knots: what they are (along with some variants), their finite type invariants and some computational results, and the existence of an expansion. Hopefully we will also have time to get into Section 3.5, on Jacobi diagrams, trees, and wheels. |
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'''Announcements.''' |
'''Announcements.''' |
Revision as of 09:33, 23 February 2012
Back to WKO.
Next Meeting. Wednesday February 29, 2012, 12-2, at Bahen 4010. We'll continue with Sections 3.1-3.4, on the basics of w-knots: what they are (along with some variants), their finite type invariants and some computational results, and the existence of an expansion. Hopefully we will also have time to get into Section 3.5, on Jacobi diagrams, trees, and wheels.
Announcements. small circle, wide circle, UofT, LDT Blog (also here).
Resources. How to use this site, Dror's notebook, blackboard shots.
The wClips |
http://katlas.math.toronto.edu/drorbn/dbnvp/dbnvp.png |
Date | Links |
---|---|
11/01/12 | 120111-1: Introduction. 120111-2: Section 2.1 - v-Braids. |
18/01/12 | 120118-1: An introduction to this web site. 120118-2: Section 2.2 - w-Braids by generators and relations and as flying rings. 120118-3: Section 2.2 - w-Braids - other drawing conventions, "wens". |
25/01/12 | 120125-1: Section 2.2.3 - basis conjugating automorphisms of . 120125-2: A very quick introduction to finite type invariants in the "u" case. |
01/02/12 | 120201: Section 2.3 - finite type invariants of v- and w-braids, arrow diagrams, 6T, TC and 4T relations, expansions / universal finite type invariants. |
08/02/12 | 120208: Review of u,v, and w braids and of Section 2.3. |
08/02/15 | 120215: Section 2.5 - mostly compatibilities of , also injectivity and uniqueness of . |
08/02/22 | 120222: Section 2.5.5, , and Section 3.1 (partially), the definition of v- and w-knots. |
Group photo on January 11, 2012 |