Meetings/Workshops on Geometry and Topology in Canada

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Algebraic and Geometric Combinatorics of Reflection Groups
29 May 2017 - 05 Jun 2017 • Centre de recherches mathématiques, Universit, Canada
This meeting will lie at the interface between algebraic and geometric combinatorial aspects of Coxeter groups and reflection groups. Reflection groups appear in very many domains of mathematics, for instance, - as symmetry groups of regular polytopes — as quotient of Artin-Tits (braid) groups — via root systems, as Weyl groups of semi-simple Lie algebras, Lie groups, algebraic groups, Kac-Moody algebras or cluster algebras and — as discrete reflection groups in geometric group theory.
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Algebraic and geometric combinatorics of reflection groups
29 May 2017 - 09 Jun 2017 • Montreal, Canada
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Equivariant Combinatorics
10 Jun 2017 - 23 Jun 2017 • Centre de recherches mathématiques, Universit, Canada
Recent years have seen a remarkable expansion of profound interactions between Algebraic Combinatorics, Algebraic Geometry, and Algebraic Topology, exhibiting sometimes surprising ties to Theoretical Physics. These interactions involve objects such as: Operator Algebras on Symmetric Functions; Macdonald Symmetric Functions; Graded Representations of the Symmetric and General Linear Groups; Cohomology Rings of Grassmann and Flag Manifolds; Rational Cherednik Algebras; Representation Stability; etc. Even more recently, Rectangular Catalan Combinatorics has been developed in relation with several subjects covering a wide range of areas of mathematics, including: Representation Theory of the Sn-modules of Diagonal Harmonic Polynomials or Diagonal Coinvariant Spaces; Flag Bundles over the Hilbert Scheme of Points in the Plane (or higher dimension spaces); Affine Springer Fibres; Coloured Khovanov-Rozansky Homology of (m, n)-Torus Knots. Because of the intimate ties that all of these subjects share with algebraic combinatorics, and to underline that they typically involve actions of (perhaps deformed) groups, we have coined the term Equivariant Combinatorics to speak of them.
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Fields Institute Major Thematic Program on Geometric Analysis
01 Jul 2017 - 31 Dec 2017 • Fields Institute, Toronto, Ontario, Canada
Some of the major events of the thematic program are: Graduate Student Summer School: July 10-21; Workshop and Minischool on "G2 manifolds": August 19-25; Workshop on "General Relativity and AdS/CFT": October 23-November 3; Workshop on "Mean Curvature Flow and Ricci Flow": November 6-10; Coxeter Lecture Series: Tobias Colding (Fall 2017, dates TBA); Distinguished Lecture Series: Panagiota Daskalopoulos (October 2017, dates TBA); Dean's Distinguished Visiting Professors: Fernando Marques and Andre Neves; (Please see the program website for more details.)
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Mathematical Congress of The Americas 2017 — Computations in groups and applications
24 Jul 2017 - 28 Jul 2017 • Montreal, Canada
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Geometric Morphometrics in R
14 Aug 2017 - 18 Aug 2017 • Calgary, Canada
Concepts in geometric morphometrics will be taught using a series of original data sets and working in R for solving a series of tasks. The course will start with an introduction to R and will rapidly go into shape analysis with measurements, landmark data and outlines. The participants are welcome to bring their own data and problems so that we may find R solutions.

This is not an introductory course to Geometric Morphometrics, therefore basic knowledge of Multivariate Statistics, R and Geometric Morphometric is recommended in order to take this course.

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