Generalized Matsumoto-Tits sections and quantum quasi-shuffle algebras
arXiv:1605.08591 · doi:10.1007/s10801-015-0650-x
Abstract
In this paper generalized Matsumoto-Tits sections lifting permutations to the algebra associated to a generalized virtual braid monoid are defined. They are then applied to study the defining relations of the quantum quasi-shuffle algebras via the total symmetrization operator.
18 pages