We prove that any compact, quaternionic-Kahler manifold of dimension 4n >= 8 admitting a conformal-Killing 2-form which is not Killing, is isomorphic to the quaternionic projective space, with its standard quaternionic-Kahler structure. -
L., D., Pontecorvo, M. (2009). A characterization of quaternionic projective space by the conformal-Killing equation. JOURNAL OF THE LONDON MATHEMATICAL SOCIETY, 80, 326-340 [10.1112/jlms/jdp023].
A characterization of quaternionic projective space by the conformal-Killing equation.
PONTECORVO, Massimiliano
2009-01-01
Abstract
We prove that any compact, quaternionic-Kahler manifold of dimension 4n >= 8 admitting a conformal-Killing 2-form which is not Killing, is isomorphic to the quaternionic projective space, with its standard quaternionic-Kahler structure. -File in questo prodotto:
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