In the mid-20th century, Coxeter groups were introduced as generalizations of reflection groups. Today, Coxeter groups arise naturally in a variety of contexts and the theory of Coxeter groups has been explored via algebraic, geometric, and combinatorial points of view. The interplay between these various perspectives provides the field with richness and depth. The purpose of this group is to share and collaborate on recent advances in the theory of Coxeter groups from a combinatorial perspective.
Loading news for you
We are here to help.