Geometric Representation Theory of Restricted Lie Algebras of Classical Type

Mathematics – Representation Theory

Scientific paper

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Scientific paper

We modify the Hochschild $\phi$-map to construct central extensions of a
restricted Lie algebra. Such central extension gives rise to a group scheme
which leads to a geometric construction of unrestricted representations. For a
classical semisimple Lie algebra, we construct equivariant line bundles whose
global sections afford representations with a nilpotent p-character.

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