Author:
ARVANITOYEORGOS ANDREAS,CHRYSIKOS IOANNIS
Abstract
AbstractLet M=G/K be a generalized flag manifold, that is, an adjoint orbit of a compact, connected and semisimple Lie group G. We use a variational approach to find non-Kähler homogeneous Einstein metrics for flag manifolds with two isotropy summands. We also determine the nature of these Einstein metrics as critical points of the scalar curvature functional under fixed volume.
Publisher
Cambridge University Press (CUP)
Cited by
17 articles.
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