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Theorem 1.1 (Snapper). Let F be a coherent Ov-module on the complete algebraic k-scheme V (k being an algebraically closed field of arbitrary characteristic, fixed once and for all), and let L1, . . . , Lt (t 0) be t invertible Ov-modules.
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Key Phrases - Statistically Improbable Phrases (SIPs):
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indecomposable curve, strictly positive divisor, nonsingular rational curve, most rational double points, distinct integral curves, nonsingular scheme, arithmetic genus zero, geometrically ruled surface, anticanonical model, minimal desingularization, nonsingular projective surface, biregular isomorphism, normal projective surface, anticanonical ring, nonsingular projective curve, exceptional fiber, normal singularity, nonsingular projective variety, nonsingular elliptic curve, rational singularities, rational singularity, base change theorems, exceptional curve, cohomology exact sequence, nonsingular curve
Key Phrases - Capitalized Phrases (CAPs):
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Bibliographic References, Canonical Dimension Zero, Del Pezzo, Criteria of Contract, Weil Q-divisor
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