Project: A functorial approach to projective representations of Tits-buildings and the associated groups of Lie type.
2017-01-01 – 2020-12-31
- Abstract
The aim of the project is to take the axioms of Mazzocca-Melone describing Veronese varieties as a solid base for a functor mapping classical Tits-buildings to other classical or exceptional Tits-buildings of higher rank. This we, we lay the foundations for a systematic treatment of representations of Tits-buildings.
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- Journal Article
- A2
- open access
Mixed relations for buildings of type F4
(2023) INNOVATIONS IN INCIDENCE GEOMETRY - ALGEBRAIC, TOPOLOGICAL AND COMBINATORIAL. 20(2-3). p.543-578 -
- Journal Article
- A1
- open access
A uniform characterisation of the varieties of the second row of the Freudenthal-Tits magic square over arbitrary fields