For every smooth connected projective complex variety whose anticanonical line bundle has a smooth Hermitian metric with semipositive curvature, some positive anticanonical tensor power has a nonzero global section.
For every smooth connected projective complex variety whose anticanonical line bundle has a smooth Hermitian metric with semipositive curvature, some positive anticanonical tensor power has a nonzero global section.
For every smooth connected projective complex variety whose anticanonical line bundle has a smooth Hermitian metric with semipositive curvature, some positive anticanonical tensor power has a nonzero global section.
If correct, resolves the smooth-semipositivity form of Yau’s anticanonical nonvanishing question in every dimension.
Does a smoothly semipositive anticanonical bundle have a nonzero section in some positive power?
Publication dates and editorial changes.
OpenAI reports anticanonical nonvanishing from smooth semipositivity
Allow optional Google Analytics to help improve AIProofWatch? Privacy details.
