Knot at Lunch on January 30 2008: Difference between revisions

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Dror.
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==Some Content==
==Another Invitation==


Madre, at [http://www.alunatheatre.ca/ Aluna Theatre], January 29 - February 17, featuring Hernando's daughter Juliette Burgos.
* The Artin representation of the pure braid group on <math>n</math> strand <math>PB_n</math> into the free group on <math>n</math> generators <math>F_n</math> (hey, I'm not even sure that's what it's called!).

==Possible Agenda==

* The Artin representation of the pure braid group on <math>n</math> strand <math>PB_n</math> into the automorphism group <math>\operatorname{Aut}(F_n)</math> of the free group on <math>n</math> generators <math>F_n</math> (hey, I'm not even sure that's what it's called!).
** Abstract definition.
** Practical computation from the Wirtinger presentation.
** Practical computation by stirring the soup.
** Properties.
** Artin's theorem (is that what it's called?).
** Is there an Artin's theorem for pure virtual braids?
** What is the finite type completion of <math>\operatorname{Aut}(F_n)</math>? How about some of its obvious subgroups?

Latest revision as of 10:33, 4 February 2008

Invitation

Dear Knot at Lunch People,

We will have our next lunch on Wednesday January 30, at the usual place, Bahen 6180, at 12 noon.

As always, please bring brown-bag lunch and fresh ideas. The agenda: we may talk a bit about Artin's theorem on the braid group and automorphisms of the free group, or we may talk about something else.

Further information about this meeting will/may appear at https://drorbn.net/drorbn/index.php?title=Knot_at_Lunch_on_January_30_2008.

As always, if you know anyone I should add to this mailing list or if you wish to be removed from this mailing list please let me know. To prevent junk accumulation in mailboxes, I will actively remove inactive people unless they request otherwise.

Best,

Dror.

Another Invitation

Madre, at Aluna Theatre, January 29 - February 17, featuring Hernando's daughter Juliette Burgos.

Possible Agenda

  • The Artin representation of the pure braid group on strand into the automorphism group of the free group on generators (hey, I'm not even sure that's what it's called!).
    • Abstract definition.
    • Practical computation from the Wirtinger presentation.
    • Practical computation by stirring the soup.
    • Properties.
    • Artin's theorem (is that what it's called?).
    • Is there an Artin's theorem for pure virtual braids?
    • What is the finite type completion of ? How about some of its obvious subgroups?