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Coregularity of smooth Fano threefolds K. V. Loginov Steklov Mathematical Institute of Russian Academy of Sciences, Moscow |
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Abstract: Fano varieties are an important class of varieties studied in birational geometry. A natural way to study Fano varieties is by looking at its (pluri-)anti-canonical divisors. Coregularity measures how singular such divisors could be. We explain how to compute the coregularity of smooth Fano varieties of dimension 3. Language: English |
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