Littelmann paths and brownian paths
Philippe Biane, Philippe Bougerol, Neil O'Connell
Abstract
We study some path transformations related to Littelmann path model and their applications to representation theory and Brownian motion in a Weyl chamber.
Create a lesson
Related papers
On silting theory for complete path algebras
Maximilian Kaipel, Daniel Labardini-Fragoso, Håvard Utne Terland
Geometrization of Kottwitz-Shelstad transfer and Vogan's conjecture on local Arthur packets
Clifton Cunningham, Alexander Hazeltine, Baiying Liu et al.
Hammock coordinates for silting subcategories of derived-discrete algebras
Shantanu Sardar
Representations of Bound Quivers over F1 and Hall Algebras
Changjian Fu, Xuelian Xiao
Closed energy formulas on tensor squares of perfect crystals of types D4(3) and G2(1)
Shaolong Han
Generalized parabolic Demazure modules and the N!/2-conjecture for two-row diagrams
Anton Khoroshkin, Ievgen Makedonskyi