Proceedings of Gökova Geometry-Topology Conference 2013
Title
Branching through G2
Authors
Mahir Bilen Can and Roger Howe
Abstract
The purpose of this expository article is to make an introduction to representation theory
for Lie groups/algebras by focusing on the branching of a representation
from Spin7 to SL3 through subgroups Spin6, and G2.
Keywords
Root systems, branching of representations, Kostant partition function