Proves connection vector fields of ample Poisson line bundles are not locally Hamiltonian unless the Poisson structure vanishes, supplying evidence for Bondal's conjecture on degeneracy loci dimensions.
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A note on Bondal's conjecture
Proves connection vector fields of ample Poisson line bundles are not locally Hamiltonian unless the Poisson structure vanishes, supplying evidence for Bondal's conjecture on degeneracy loci dimensions.