Scalar-flat Kähler surfaces with Weyl tensor annihilating the Ricci form are conjectured to be Ricci-flat or products of oppositely curved surfaces, proven for compact manifolds, integrable Ricci distributions, and functionally dependent tensor norms.
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Scalar-flat K\"ahler surfaces whose Weyl tensor annihilates the Ricci form
Scalar-flat Kähler surfaces with Weyl tensor annihilating the Ricci form are conjectured to be Ricci-flat or products of oppositely curved surfaces, proven for compact manifolds, integrable Ricci distributions, and functionally dependent tensor norms.