Abstract
From a hermitian metric on the anticanonical bundle on a Del Pezzo surface, and a holomorphic section of it, we construct a one-parameter family of bihermitian metrics (or equivalently generalized Kähler structures). The construction appears to be linked to noncommutative geometry.
Citation
Nigel Hitchin. "Bihermitian metrics on Del Pezzo surfaces." J. Symplectic Geom. 5 (1) 1 - 8, March 2007.
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