Keywords
- Finite Group
- Frobenius Group
- Chamber System
- Classical Building
- Generalize Polygon
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References
Aschbacher, M. Finite geometries of type C3 with flag-transitive groups. Geom. Ded. 16, 195–200 (1984)
Curtis, C.W., Iwahori N., Kilmoyer R. Hecke algebras and characters of parabolic type of finite groups with (BN)pairs. Inst.Haustes Études Sci.Publ.Math 40 (1972), 81–116.
Kantor, W.M. Some exceptional 2-adic buildings. (to be published in J.Algebra)
Kantor, W.M. Some locally finite flag-transitive buildings. (to be published in Europ. J. Comb.)
Kantor, W.M. Generalized polygons, SCABs and GABs. Proc. Como conf.1984, preprint
Köhler, P., Meixner, Th., Wester, M. The 2-adic affine buildings of type Ã2 and its finite projections. (to be published in J. Comb. Theory)
Köhler, P., Meixner, Th., Wester, M. The affine building of type Ã2 over a local field of characteristic two. Arch. Math. 42, 400–407 (1984)
Meixner, Th. Gruppen mit parabolischen Systemen. Habilitationsschrift Gießen (In preparation)
Meixner, Th. chamber Systems with Extended Diagram. Mitteilungen Math.Sem.Giessen, 165 (1984) 93–104 Coxeter-Festschrift III.
Meixner, Th., Wester, M. Some locally finite buildings derived from Kantor's 2-adic groups. (to be published in Comm.Algebra)
Meixner, Th., Wester, M. A locally finite affine building of type
over Q3. (in preparation)Niles, R. BN-pairs and finite groups with parabolic-type subgroups. J. Algebra 75, 484–494 (1982)
Seitz, G. Flag-Transitive Subgroups of Chevalley-Groups. Ann. Math. 97, 27–56 (1973)
Timmesfeld, F.G. Tits geometries and parabolic systems in finitely generated groups I,II. Math. Z. 184, 377–396, 449–487 (1983)
Timmesfeld, F.G. On the "Non-Existence" of Flag-Transitive Triangle Geometries. Mitteilungen Math.Sem.Giessen, 163, 19–44 (1984)
Timmesfeld, F.G. Tits Chamber Systems and Finite Group Theory. Proc. Como Conf. (1984), preprint
Tits, J. A Local Approach to Buildings. The Geometric Vein (Coxeter Festschrift), 519–547 New York, Heidelberg, Berlin. Springer 1982
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© 1986 Springer-Verlag Berlin Heidelberg
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Meixner, T. (1986). Constructions of chamber systems of type M with transitive automorphism group. In: Rosati, L.A. (eds) Buildings and the Geometry of Diagrams. Lecture Notes in Mathematics, vol 1181. Springer, Berlin, Heidelberg. https://doi.org/10.1007/BFb0075516
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DOI: https://doi.org/10.1007/BFb0075516
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Publisher Name: Springer, Berlin, Heidelberg
Print ISBN: 978-3-540-16466-1
Online ISBN: 978-3-540-39801-1
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over Q3. (in preparation)