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==Some Content== |
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==Some Content== |
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We followed Krzysztof's handout from http://www.math.toronto.edu/~drorbn/People/Putyra/GWU08-handout.pdf. |
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We followed Krzysztof's handout from http://www.math.toronto.edu/~drorbn/People/Putyra/GWU08-handout.pdf. See also the blackboard shots at {{BBS Link|Putyra-080918-130336.jpg}}. |
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Note that the condition <math>Z^2=1</math> in the handout is not necessary! It is enough that <math>Z</math> be invertible. Note also that contrary to the handout, it is not known that the simultaneous negation of all variables <math>(X,Y,Z)\to(-X,-Y,-Z)</math> acts trivially on homology. |
Latest revision as of 12:44, 18 September 2008
Date(s)
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Link(s)
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2010/02/22
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???
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2010/01/20
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Formal integration
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2010/01/13
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Combing wB
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2010/01/06
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Exponentiation in tder
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2009/09/22
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descending v-knots
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2009/08/26
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red over green v-tangles
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2009/08/19
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Polyak Algebra
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2009/07/08
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Immanants
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2009/07/01
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Alexander modules
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2009/06/24
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Alexander modules
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2009/06/10
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Alexander, PBW for A^w, class videos
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2009/06/03
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Low key
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2009/05/06
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Low key
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2009/04/29
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Winter on Ribbons
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2009/04/22
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Misc
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2009/04/15
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KV
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2009/03/25
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KV
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2009/03/18
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Peter Lee
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2009/03/04
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Kirby calculus
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2009/02/25
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Karene on Reidemeister-Schreier
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2009/02/11
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Dror on Trotter, Jana on Alexander
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2009/02/04
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Bracelets
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2009/01/28
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gl(N) chickens
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2009/01/15
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2D Gauss Diagrams, FiC
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2009/01/08
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S&G update and more
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2008/12/11
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Chu on Garside, II
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2008/12/04
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wZ is 1-1
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2008/11/27
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The Wen
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2008/11/20
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The Zoom Space
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2008/11/13
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Chu on Garside
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2008/11/06
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Z and GPV
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2008/10/30
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Peter Lee on EHKR
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2008/10/23
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Map of the Field
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2008/09/25
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Hirasawa on Open Books
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2008/09/18
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Odd Khovanov
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2008/09/17
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Categorification.m
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2008/09/11
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More wAlex
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2008/09/03
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?
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2008/08/27
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Dexp and BCH
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2008/08/06
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Z, A, det, tr, log
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2008/07/30
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Alexander Relations Marathon
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2008/07/02
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Peter Lee on horizontal Aw
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2008/06/25
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w-Alexander
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2008/06 16-22
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Thomas Fiedler Marathon
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2008/06/11
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?
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2008/06/04
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Dylan Thurston
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2008/05/28
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Welded Tangles
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2008/05/21
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Bruce, Lucy
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2008/04/23
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Welded Knots
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2008/04/16
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Quandles and Lie algebras
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2008/04/09
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No-div Alekseev-Torossian
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2008/04/02
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Knotted Kung Fu Pandas
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2008/03/26
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Homotopy invariants
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2008/03/19
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Infinitesimal Artin
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2008/03/12
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Infinitesimalization of Artin
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2008/03/05
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Krzysztof Putyra on Odd Khovanov Homology
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2008/02/27
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Karene Chu on Proof of Artin
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2008/02/20
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Organizational, Hecke algebras
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2008/02/13
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Exponential and Magnus expansions
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2008/02/06
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cancelled
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2008/01/30
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Artin's theorem
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2008/01/16
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Hutchings' work, 2
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2008/01/09
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Hutchings' work, 1
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2007/12/12
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Bone soup
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2007/12/05
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Expansions
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2007/11/28
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Quantum groups
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2007/11/21
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Surfaces and gl(N)/so(N)
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2007/11/07
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Expansions for Groups
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2007/10/31
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Louis Leung on bialgebra weight systems
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2007/10/24
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Zsuzsi Dancso, continued
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2007/10/17
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Jana Archibald on the multivariable Alexander
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2007/10/10
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Zsuzsi Dancso on diagrammatic su(2)
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2007/10/03
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Hernando Burgos on alternating tangles
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2007/09/26
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Peter Lee on homology
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2007/09/06
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Garoufalidis' visit
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2007/08/30
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Art and enumeration
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2007/08/23
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My Hanoi talk?
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2007/08/16
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Lie bialgebra weight systems and more
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2007/07/19
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Subdiagram formulas
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2007/07/12
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Playing with Brunnians
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2007/07/05
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Virtualization
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2007/06/28
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Virtual braids
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2007/06/07
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Virtual knots
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2007/05/31
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Social gathering
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2007/05/24
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Lee on Frozen Feet
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Invitation
Dear Knot at Lunch People,
We will have our next lunch on Thursday September 18, at the (new and maybe temporary) usual place, the seminar room on the 10th floor of 215 Huron St., at 12 noon.
As always, please bring brown-bag lunch and fresh ideas. The agenda: Krzysztof Putyra will be telling us about Odd Khovanov Homology.
Further information about this Knot at Lunch meeting may be posted later at https://drorbn.net/drorbn?title=Knot_at_Lunch_on_September_18_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.
Some Content
We followed Krzysztof's handout from http://www.math.toronto.edu/~drorbn/People/Putyra/GWU08-handout.pdf. See also the blackboard shots at BBS/Putyra-080918-130336.jpg.
Note that the condition in the handout is not necessary! It is enough that be invertible. Note also that contrary to the handout, it is not known that the simultaneous negation of all variables acts trivially on homology.