A transformation rule is given for adjoint test modules along Cohen-Macaulay morphisms between Cohen-Macaulay varieties with F-rational geometric fibers, providing an effective version of Enescu's theorem on the ascent of F-rationality.
Kov\'acs, Rational singularities , preprint arXiv:1703.02269 (2017)
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New proof of Green's conjecture for generic odd-genus curves by adapting the author's earlier secant bundle methods to avoid difficult computations.
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Adjoint test modules along Cohen--Macaulay morphisms
A transformation rule is given for adjoint test modules along Cohen-Macaulay morphisms between Cohen-Macaulay varieties with F-rational geometric fibers, providing an effective version of Enescu's theorem on the ascent of F-rationality.
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A proof of generic Green's conjecture in odd genus
New proof of Green's conjecture for generic odd-genus curves by adapting the author's earlier secant bundle methods to avoid difficult computations.