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Wednesday, July 11, 2018 - 14:15 in V4-112


On exceptional Lie geometries

A talk in the Oberseminar Gruppen und Geometrie series by
Jeroen Schillewaert from The University of Auckland

Abstract: Parapolar spaces are point-line geometries introduced as a geometric approach to (exceptional) algebraic groups. We provide a characterization of a wide class of Lie geometries as parapolar spaces satisfying a simple intersection property. In particular many of the exceptional Lie geometries occur. In fact, our approach unifies and extends several earlier characterizations of (exceptional) Lie geometries arising from sfbspherical Tits-buildings.

This is joint work with Anneleen De Schepper, Hendrik Van Maldeghem and Magali Victoor.



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