This article demonstrates how elliptic coadjoint orbits possess holomorphic bundles over flag varieties, suggesting theoretical advancements in representation theory.
This article proves that any elliptic coadjoint orbit of a semisimple Lie group carries a holomorphic bundle structure over a flag variety if the polarization is given by a -stable parabolic subalgebra of holomorphic type.An application to the Penrose transform is given.
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H. Sekiguchi (2023) studied this question.
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