CORDIS Project
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This project focuses on algebraic groups and their geometrical properties, particularly exceptional types. The goal is to provide a unified description of certain varieties and their embeddings in projective space, enhancing understanding of their subgroup structures.
The proposal concerns algebraic groups and their associated geometries, in particular those of exceptional type.
The main goal of the proposal is to give a uniform axiomatic description of the embeddings in projective space of the varieties occurring in the Freudenthal-Tits magic square.For instance, the second row comprises Severi-Brauer varieties, which have applications in Galois cohomology.
Of special interest are the geometries of exceptional Lie type over arbitrary fields, where we would o…
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