A complex flag manifold F=G/Q decomposes into finitely many real orbits under the action of a real form G(s) of G. Their embedding into F defines on them CR manifold structures. We characterize and list all the closed real orbits which are finitely nondegenerate.
On finitely nondegenerate closed homogeneous CR manifolds / Marini, S.; Medori, C.; Nacinovich, M.. - In: ANNALI DI MATEMATICA PURA ED APPLICATA. - ISSN 1618-1891. - (2023). [10.1007/s10231-023-01337-8]
On finitely nondegenerate closed homogeneous CR manifolds
Medori C.;Nacinovich M.
2023-01-01
Abstract
A complex flag manifold F=G/Q decomposes into finitely many real orbits under the action of a real form G(s) of G. Their embedding into F defines on them CR manifold structures. We characterize and list all the closed real orbits which are finitely nondegenerate.File in questo prodotto:
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