7 citations · 8 across the 2 of their papers we have counts for
3 papers
math.RT2010★ 1 cited
Applications des immeubles en théorie des représentations
Stéphane Gaussent, Cyril Charignon, Nicole Bardy-Panse +1
This is a survey about the connection between the representation theory of a semisimple group and the geometry of an affine building. The latter is, actually, associated to the Lan…
math.GR2009
Structures immobilières pour un groupe de Kac-Moody sur un corps local
Cyril Charignon
In this study, we try to generalize Bruhat-Tits's theory to the case of a Kac-Moody group, that is to define an affine building for a Kac-Moody group over a local field. Actually,…
math.GR2009★ 7 cited
Compactifications polygonales d'un immeuble affine
Cyril Charignon
We define a compactification of an affine building $\I$ indexed by a family of partitions of the director space of one of its appartments . This compactification is sim…