A diagonal bound for cohomological postu
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M. Brodmann; A.F. Lashgari
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Article
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2003
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Elsevier Science
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English
β 197 KB
Let X be a projective scheme over a field K and let F be a coherent sheaf of O X -modules. We show that the cohomological postulation numbers Ξ½ i F of F, e.g., the ultimate places at which the cohomological Hilbert functions n β dim K (H i (X, F(n))) =: h i F (n) start to be polynomial for n 0, are