1. On epimorphisms of spherical Moufang buildings
- Author
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Koen Struyve
- Subjects
Pure mathematics ,Mathematics(all) ,Rank (linear algebra) ,General Mathematics ,Generalized polygons ,Field (mathematics) ,Spherical buildings ,Affine buildings ,Algebra ,Epimorphisms ,FOS: Mathematics ,Mathematics - Combinatorics ,Combinatorics (math.CO) ,Indecomposable module ,20E42, 51E12, 51E24 ,Mathematics - Abstract
In this paper we classify the the epimorphisms of irreducible spherical Moufang buildings (of rank at least 2) defined over a field. As an application we characterize indecomposable epimorphisms of these buildings as those epimorphisms arising from R-buildings., Comment: revised version, 44 pages
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