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Note the conference "Braids in Paris", September 17-20 2008, http://tresses08.in

# Note that we also automatically use the list on meta: http://meta.wikimedia.org/

'''Note.''' By $\partial(g\triangleright e)=g\partial(e)g^{-1}$, the image of $\par

Note 1: As is assumed in this section of the course, our map p is continuous, ou Note 2: Recall that connected does NOT imply locally connected. Indeed recall th

(Note that when the class photo page was introduced I said there would be no pena Note that this page is protected. Its [[Talk:08-401/Register of Good Deeds|discu

== Scanned Lecture Note for September 17 ==

...but submit only the solutions of the problems marked with the letter "S". Note that the word "subring" was not defined in class, but its simple definition

{{note|Drinfeld_90}} V. G. Drinfel'd, ''Quasi-Hopf algebras,'' Leningrad Math. J. {{note|Drinfeld_91}} V. G. Drinfel'd, ''On quasitriangular Quasi-Hopf algebras and

Note: This will be archived once the package is more complete. Note: You could do computations in Free Lie Algebras with more generators if yo

Disclamer: This is a student prepared note based on [http://drorbn.net/dbnvp/12-267-121002-2.php the lecure of Tuesday

File:monday Nov 10.jpg|Nov 10 note

{{Begin Side Note|30%}} {{End Side Note}}

# Prove that <math>O(3)</math> is not solvable (though note that the similarly-defined group <math>O(2)</math> is solvable).

* Note that the numbers <math>1^6-1=0</math>, <math>2^6-1=63</math>, <math>3^6-1=7

{{note|Bar-Natan_97}} D. Bar-Natan, ''Non-associative tangles,'' in ''Geometric to {{note|Drinfeld_90}} V. G. Drinfel'd, ''Quasi-Hopf algebras,'' Leningrad Math. J.

...g}$-like construction". See also {{Home link|People/Haviv/S3g.pdf|Haviv's note}}, where a ''symmetric'' invariant tensor in ${\mathfrak g}^{\otimes 3}$ is

== Lecture Note for September 15 ==

File:monday.jpg|Nov 3 note

(Note that when the class photo page was introduced I said there would be no pena Note that this page is protected. Its [[Talk:07-401/Register of Good Deeds|discu

This note closely follows the introductory parts of "Vassiliev and Quantum Invariants ...te knots, it is known that finite type invariants separate braids. In this note, we describe the process of getting a chord diagram from an m-singular brai