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Find link is a tool written by Edward Betts .
searching for Minimal model program 9 found (44 total)
alternate case: minimal model program
János Kollár
(818 words)
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Princeton University. Kollár is known for his contributions to the minimal model program for threefolds and hence the compactification of moduli of algebraic
Cole Prize
(226 words)
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working out a radically new approach to the singularities of the minimal model program using K-stability. 2024 Jessica Fintzen for her work transforming
Kodaira vanishing theorem
(846 words)
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273–278, MR 0541027 Fujino, Osamu (2009). "Introduction to the log minimal model program for log canonical pairs". arXiv:0907.1506 [math.AG]. Sommese, Andrew
Gorenstein scheme
(679 words)
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ISBN 978-3-540-03603-6, MR 0222093 Kollár, János (2013), Singularities of the Minimal Model Program , Cambridge University Press, ISBN 978-1-107-03534-8, MR 3057950
Divisor (algebraic geometry)
(6,612 words)
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Project, Tag 0AFW. "Chapter 2. Preliminaries". Foundations of the minimal model program . Mathematical Society of Japan Memoirs. 2017. pp. 16–47. doi:10
Moduli space
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See also Shimura variety. Using techniques arising out of the minimal model program , moduli spaces of varieties of general type were constructed by
Sylvester Medal
(2,334 words)
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insights into higher-dimensional algebraic geometry, in particular the minimal model program for 3-folds, and for untiring work for the community of algebraic
Nadel vanishing theorem
(787 words)
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ISBN 978-3-540-22531-7. Fujino, Osamu (2011). "Fundamental Theorems for the Log Minimal Model Program ". Publications of the Research Institute for Mathematical Sciences
Bogomolov–Sommese vanishing theorem
(760 words)
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Kebekus, Stefan (2013). "Differential forms on singular spaces, the minimal model program , and hyperbolicity of moduli stacks". Handbook of Moduli II. Advanced