Severi inequality for varieties of maximal Albanese dimension
classification
🧮 math.AG
keywords
albanesedimensionmaximalcomplexdimensionalgeneralgorensteininequality
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Let $X$ be a projective, normal, minimal and Gorenstein $n$-dimensional complex variety of general type. Suppose $X$ is of maximal Albanese dimension. We prove that $K^n_X \ge 2 n! \chi(K_X)$
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