WClips/Navigation: Difference between revisions

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<noinclude>Back to [[WKO]].<br/></noinclude>
<noinclude>Back to [[WKO]].<br/></noinclude>
<span style="color:red"><b>Next Meeting.</b></span> Wednesday January 25, 2012, 12-2, at Bahen 4010 - {{Dror}} will talk about section 2.2.3 (basis conjugating automorphisms of free groups) and then start talking about section 2.3 (finite type invariants).
<span style="color:red"><b>Next Meeting.</b></span> Wednesday February 1, 2012, 12-2, at Bahen 4010. [http://individual.utoronto.ca/PetersKnotPage/ Peter Lee] will talk about section 2.3 - finite type invariants of v- and w-braids, arrow diagrams, 6T, TC and 4T relations, and about expansions / universal finite type invariants. He may or may not discuss the (easy) construction of an expansion in the w case, and/or the (hard) construction of an expansion in the v case, which is due to him. {{Dror}} will sadly be absent.


'''Announcements.'''
'''Announcements.'''

Revision as of 19:25, 26 January 2012

Back to WKO.
Next Meeting. Wednesday February 1, 2012, 12-2, at Bahen 4010. Peter Lee will talk about section 2.3 - finite type invariants of v- and w-braids, arrow diagrams, 6T, TC and 4T relations, and about expansions / universal finite type invariants. He may or may not discuss the (easy) construction of an expansion in the w case, and/or the (hard) construction of an expansion in the v case, which is due to him. Dror will sadly be absent.

Announcements. small circle, wide circle, UofT, LDT Blog (also here).

Resources. How to use this site, Dror's notebook.

The wClips

http://katlas.math.toronto.edu/drorbn/dbnvp/dbnvp.png
Date Links
11/01/12 dbnvp 120111-1: Introduction.
dbnvp 120111-2: Section 2.1 - v-Braids.
18/01/12 dbnvp 120118-1: An introduction to this web site.
dbnvp 120118-2: Section 2.2 - w-Braids by generators and relations and as flying rings.
dbnvp 120118-3: Section 2.2 - w-Braids - other drawing conventions, "wens".
25/01/12 dbnvp 120125-1: Section 2.2.3 - basis conjugating automorphisms of .
dbnvp 120125-2: A very quick introduction to finite type invariants in the "u" case.
wClips Seminar Group Photo
Group photo on January 11, 2012