Title    name   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 10 Jon McCammond (University of California) 2011-09-16   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 9 Jon McCammond (University of California) 2011-09-15   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 8 Jon McCammond (University of California) 2011-09-14   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 7 Jon McCammond (University of California) 2011-09-09   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 6 Jon McCammond (University of California) 2011-09-08   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 5 Jon McCammond (University of California) 2011-09-07   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 4 Jon McCammond (University of California) 2011-09-06   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 3 Jon McCammond (University of California) 2011-09-05   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 2 Jon McCammond (University of California) 2011-09-02   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.   Coxeter Groups and Reflection Symmetry Ten Lectures by Jon McCammond Coxeter Groups and Reflection Symmetry 1 Jon McCammond (University of California) 2011-09-01   Coxeter groups are a central object of study in many parts of mathematics. They include the groups of symmetries of the regular polytopes, the finite reflection groups and the Weyl groups at the core of the study of Lie groups and Lie algebras. They have many remarkable properties including the fact that they have faithful linear representations and a proper cocompact action by isometries on piecewise Euclidean space of nonpositive curvature. In this course I will focus on laying the foundations for the geometry, topology and combinatorics of Coxeter groups.

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