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|Title: ||Characterizations by automorphism groups of some rank 3 buildings: 4: hyperbolic p=adic Moufang buildings of rank 3|
|Authors: ||van Maldeghem, H.|
VAN STEEN, Kristel
|Issue Date: ||1999|
|Citation: ||Geometriae dedicata, 75(2). p. 115-122|
|Abstract: ||In this paper, we introduce the p-adic Moufang condition for hyperbolic buildings of rank 3. It is the most obvious and simplest generalization of the p-adic Moufang condition for affine buildings, introduced in Part III of this sequence of papers. We show that p is very restricted, which confirms (but does not prove) the conjecture that no p-adic analogue is possible for the construction of Moufang (hyperbolic) buildings by Ronan and Tits.|
|ISI #: ||000080139600001|
|Type: ||Journal Contribution|
|Appears in Collections: ||Research publications|
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