Hecke transformation for orthogonal bundles and stability of Picard bundles

Mathematics – Algebraic Geometry

Scientific paper

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23 pages. Final version of 2009 preprint; to appear in Communications in Analysis and Geometry

Scientific paper

We define Hecke transformation for orthogonal bundles over a compact Riemann
surface. Using the cycles on a moduli space of orthogonal bundles given by
Hecke transformations, we prove that the projectivized Picard bundle on the
moduli space is stable.

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