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Moduli of self-dual metrics on complex hyperbolic manifolds
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Abstract
On compact complex hyperbolic manifolds of complex dimension two,we show that the dimension of the space of infinitesimaldeformations of self-dual conformal structures is smallerthan that of the deformation obstruction space and thatevery self-dual metric with covariantly constant Ricci tensormust be a standard one upto rescalings and diffeomorphisms.
관련 논문AI추천
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