Buildings, groups of Lie type, and random walks
classification
🧮 math.PR
keywords
buildingsgroupsrandomtheorywalksassociatedsurveytype
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In this paper we survey the theory of random walks on buildings and associated groups of Lie type and Kac-Moody groups. We begin with an introduction to the theory of Coxeter systems and buildings, taking a largely combinatorial perspective. We then survey the theory of random walks on buildings, and show how this theory leads to limit theorems for random walks on the associated groups.
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