Peter Lee

Articles

• The Pure Virtual Braid Group Is Quadratic, arxiv:1110.2356.
  This article forms the basis for my Ph.D. thesis.


• Closed-Form Associator In A Partly-Commutative Quotient


• Computation of Bead Space Cohomology

Talks

• The Pure Virtual Braid Group is Quadratic, 2012 Spring Eastern Sectional Meeting of the AMS, George Washington University, March 17-18, 2012.



• The Pure Virtual Braid Group is Quadratic, Knots in Washington 2012, George Washington University, March 14-16, 2012.



• Quadraticity of the Pure Virtual Braid Groups, Algebra Seminar, University of Western Ontario, January 13, 2012. Handout 1 Handout 2



• Quadraticity of the Pure Virtual Braid Groups, Seminar, University of Bourgogne, December 2, 2011.



• The Pure Virtual Braid Group is Quadratic, Algebraic Topology Seminar, University of Strasbourg, November 29, 2011.



• A Criterion for Quadraticity of Certain Associated Graded Algebras, Quantum Seminar, University of Strasbourg, November 28, 2011.



• Quadraticity of the Pure Virtual Braid Groups, Geometric Representation Theory Seminar, University of Toronto, November 4, 2011.
  
  
• `Graded' 1-Formality of the Quasi-Triangular Groups, Infinite Dimensional Algebras Seminar, Massachusetts Institute of Technology, October 7, 2011.



• A Criterion for the Quadraticity of the Pure Braid Group, Seminar at the University of Geneva Department of Mathematics, May 30, 2011.



• Closed-Form Associators in a "Toy" Quotient, Winter 2006 Meeting of the CMS, Session on Knot Homologies. Abstract     Handout    



• A Deformation Quantization Primer, Graduate Student Seminar, Department of Mathematics, University of Toronto, March 23, 2007.
  Part 1      Part 2      Part 3      Part 4