A unified approach to Euclidean buildings and symmetric spaces of noncompact type

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.


    Team Members

    Prof. Dr. Petra Schwer
    Project leader
    Otto von Guericke Universität Magdeburg

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