Zur Klassifikation von 8- und 16-dimensionalen lokalkompakten Translationsebenen nach ihren Kollineationsgruppen

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Publication:1248233

DOI10.1007/BF01214575zbMath0381.51009OpenAlexW1483450127MaRDI QIDQ1248233

Hermann Hähl

Publication date: 1978

Published in: Mathematische Zeitschrift (Search for Journal in Brave)

Full work available at URL: https://eudml.org/doc/172660




Related Items (19)

Achtdimensionale lokalkompakte Translationsebenen mit mindestens 17- dimensionaler Kollineationsgruppe. (Eight-dimensional locally compact translation planes with at least 17-dimensionally collineation group)Sechzehndimensionale lokalkompakte Translationsebenen mit Spin(7) als Kollineationsgruppe. (Sixteen-dimensional locally compact translation planes with Spin(7) as their collineation group)\(SU_ 2\mathbb{H}\) as the collineation group of sixteen dimensional locally compact translation planesEine Klasse von achtdimensionalen lokalkompakten Translationsebenen mit großen ScherungsgruppenAchtdimensionale lokalkompakte Tranlationsebenen mit großen StreckungsgruppenAchtdimensionale lokalkompakte Translationsebenen mit großen kompakten KollineationsgruppenKompakte, 8-dimensionale projektive Ebenen mit großer KollineationsgruppeCompact 16-dimensional projective planes with large collineation groupsCollineation groups of compact connected projective planesSixteen-dimensional locally compact translation planes with collineation groups of dimension at least 38Sixteen-dimensional locally compact planes of Lenz-type V on which \(\mathrm{SU}_2\mathbb{H}\) acts as a group of collineationsDie Oktavenebene als Translationsebene mit großer Kollineationsgruppe. (The Cayley plane as a translation plane with a large collineation group)Automorphismengruppen 8-dimensionaler TernärkörperStabilizers of collineation groups of smooth stable planesCompact 16-dimensional projective planes with large collineation groups. IIZur Kollineationsgruppe von achtdimensionalen lokalkompakten TranslationsebenenSixteen-dimensional compact translation planes with automorphism groups of dimension at least 35Compact 16-dimensional projective planes with large collineation groups. IIIMultigroups and the foundations of geometry



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