Euclidean buildings
Résumé
We give a general presentation of euclidean buildings. This includes vectorial buildings (a variety of Tits buildings) and affine buildings (e.g. Bruhat-Tits buildings. For the general definition the emphasis is given to facets (even in the non-discrete case). More details are given for the buildings of the reductive group GL(n).
Domaines
Théorie des groupes [math.GR]
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