4. Mathematics
  5. Rings and Algebras

Wolfgang Bertram

Mathematics – Rings and Algebras

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A general construction of Weil functors

Mathematics – Differential Geometry
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Associative Geometries. I: Torsors, linear relations and Grassmannians

Mathematics – Rings and Algebras
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Associative Geometries. I: Torsors, linear relations and Grassmannians

Mathematics – Rings and Algebras
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Associative Geometries. II: Involutions, the classical torsors, and their homotopes

Mathematics – Rings and Algebras
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Associative Geometries. II: Involutions, the classical torsors, and their homotopes

Mathematics – Rings and Algebras
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