Invariant hypercomplex structures and algebraic curves |
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Authors: | Roger Bielawski |
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Affiliation: | Institut für Differentialgeometrie, Leibniz Universität Hannover, Lower Saxony, Germany |
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Abstract: | We show that -invariant hypercomplex structures on (open subsets) of regular semisimple adjoint orbits in correspond to algebraic curves C of genus , equipped with a flat projection of degree k, and an antiholomorphic involution covering the antipodal map on . |
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Keywords: | adjoint orbits algebraic curves Hilbert schemes of morphisms hypercomplex structures |
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