We consider when the blow up at a finite number of points of a compact Kähler constant scalar curvature manifold has constant scalar curvature. The particular case when the manifold does not admit any Hamiltonian holomorphic vector fields is discussed.
On the Kähler classes of constant scalar curvature metrics on blow ups / Arezzo, Claudio; F., Pacard. - 22:(2011), pp. 17-29. ( Analytic aspects of problems in Riemannian geometry Centre de la Mer de l'Aber Wrac'h, Bretagne, France 9-13 maggio 2015).
On the Kähler classes of constant scalar curvature metrics on blow ups
AREZZO, Claudio;
2011-01-01
Abstract
We consider when the blow up at a finite number of points of a compact Kähler constant scalar curvature manifold has constant scalar curvature. The particular case when the manifold does not admit any Hamiltonian holomorphic vector fields is discussed.File in questo prodotto:
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