Todor E. Milev

collaborators

2 papers

math.RT2018

Tau Signatures and Characters of Weyl Groups

Thomas Folz-Donahue, Steven Glenn Jackson, Todor Milev +1

Let $G_{R}$ be the set of real points of a complex linear reductive group and $G^_{λ}$ its classes of irreducible admissible representations with infinitesimal integral r…

math.RT2012

The branching problem for generalized Verma modules, with application to the pair $(so (7), L i e G_{2})$ , extended version with tables

Todor Milev, Petr Somberg

We discuss the branching problem for generalized Verma modules $M_{λ} (g, p)$ applied to couples of reductive Lie algebras $\bar{\mathfrak g}\hookrightarrow \mathf…

Tau Signatures and Characters of Weyl Groups

The branching problem for generalized Verma modules, with application to the pair (so(7),LieG2​), extended version with tables

The branching problem for generalized Verma modules, with application to the pair $(so (7), L i e G_{2})$ , extended version with tables