A unified approach to symmetric spaces of noncompact type and euclidean buildings
Projektleiter:
Prof. Dr. Petra Schwer , Prof. Dr. Linus Kramer
Projekthomepage:
Finanzierung:
Forschergruppen:
The aim of the project is to provide a uniform framework which allows us to treat Riemannian symmetric spaces of noncompact type and
Euclidean buildings on an equal footing. We will in particular consider
the question of the extension of automorphisms at infinity,
filling properties of S-arithmetic groups, and Kostant Convexity
from an unified viewpoint.
Euclidean buildings on an equal footing. We will in particular consider
the question of the extension of automorphisms at infinity,
filling properties of S-arithmetic groups, and Kostant Convexity
from an unified viewpoint.
Kooperationen im Projekt
Kontakt
Prof. Dr. Petra Schwer
Otto-von-Guericke-Universität Magdeburg
Institut für Algebra und Geometrie
Universitätsplatz 2
39106
Magdeburg
Tel.:+49 391 6758713
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