During 2018-19, the seminar takes place from 15:00-16:00 in Ross Building room N638. If you come by public transportation, there is a York University subway station on the TTC Line 1 Yonge-Univerity route. If you come by car, you can find the available parking lots here.
The seminar has been running since 1997. The topics of talks have typically been any mixture of algebra with any other field: combinatorics, geometry, topology, physics, etc. Further down this page you will find links to the seminar webpages for previous years. The audience usually consists of 6–12 people, including several graduate students and post-docs. For this reason, speakers are encouraged to devote a portion of their talk to the suggestion of open problems and the directions for research in their area. If you are interested in speaking at the seminar, contact John Machacek or Nantel Bergeron.
You may also be interested in the Algebraic Combinatorics Seminar at the Fields Institute.
Dates are listed in reverse-chronological order. Unless otherwise indicated, all talks will take place on Monday from 15:00-16:00 in N638 Ross Building (York University).
Date Speaker Title (click titles for abstract) 3 Dec. 2018 Gabriel Frieden
26 Nov. 2018
19 Nov. 2018 Tianyuan Xu
12 Nov. 2018
5 Nov. 2018 Aram Dermenjian
29 Oct. 2018
22 Oct. 2018 Hugo Mlodecki
Auto-duality of WQSym, the Hopf algebra on packed wordsA Hopf algebra is a formalism that makes it possible to study algorithms on combinatorial object assembling and disassembling. Among these objects, we find the permutations where each number between 1 and n appears one and only once, or the packed words where each number between 1 and m appears at least once. We will study different ways of assembling and disassembling permutations and the relationships of duality and simple auto-duality that these operations verify. We will then try to generalize these relations to the packed words along a more complex path. 15 Oct. 2018 John Machacek
Locally acyclic cluster algebras and their quiversWe will dicuss locally acyclic cluster algebras and techniques for showing a cluster algebra is locally acyclic. We will also explore to realationship between the existence of a reddening sequence and equality of a cluster algebra and its upper cluster algebra. 8 Oct. 2018 Thanksgiving No Seminar 1 Oct. 2018 Kelvin Chan
Induction Relations in the Symmetric Groups and Jucys-Murphy ElementsTransitive factorizations faithfully encode many interesting objects. The well-known ones include ramified coverings of the sphere and hypermaps. Enumeration of specific classes of such objects have been known for quite some time now. Hurwitz numbers, monotone Hurwitz numbers and hypermaps numbers were discovered using different techniques. Recently, Carrell and Goulden found a unified algebraic approach to count these objects in genus 0. Jucys-Murphy elements and centrality play important roles in establishing induction relations. Such a method is interesting in its own right. Its corresponding combinatorial decomposition is however intriguingly mysterious. Towards a understanding of direct combinatorial analysis of multiplication of arbitrary permutations, we consider methods, especially operators on symmetric functions, and related problems in symmetric groups. 24 Sep. 2018 LaCIM celebration No Seminar
Below you will find links to the seminar webpages for previous years.
Year 2017-18 Year 2016-17 Year 2015-16 Year 2014-15 Year 2013-14 Year 2012-13 Year 2011-12 Year 2010-11 Year 2009-10 Year 2008-09 Fall 2007 Winter 2006 Fall 2005 Winter 2005 Fall 2004 Winter 2004 Fall 2003 Winter 2003 Fall 2002 Winter 2002 Fall 2001 Winter 2001 Fall 2000 Winter 2000 Fall 1999 Winter 1999 Fall 1998 Winter 1998 Fall 1997