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In mathematics, canonical singularities appear as singularities of the canonical model of a projective variety, and terminal singularities are special cases that appear as singularities of minimal models. They were introduced by . Terminal singularities are important in the minimal model program because smooth minimal models do not always exist, and thus one must allow certain singularities, namely the terminal singularities.

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  • In mathematics, canonical singularities appear as singularities of the canonical model of a projective variety, and terminal singularities are special cases that appear as singularities of minimal models. They were introduced by . Terminal singularities are important in the minimal model program because smooth minimal models do not always exist, and thus one must allow certain singularities, namely the terminal singularities. (en)
  • 数学では、標準特異点(canonical singularities)は、射影多様体の標準モデルの特異点として現れ、端末特異点(terminal singularities)は極小モデルの特異点として現れる特別な場合である。それらは により導入された。滑らかな極小モデルは存在せず、従って、必然的に端末特異点である特異点を持たねばならないので、端末特異点は極小モデルプログラムで重要である。 (ja)
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  • In mathematics, canonical singularities appear as singularities of the canonical model of a projective variety, and terminal singularities are special cases that appear as singularities of minimal models. They were introduced by . Terminal singularities are important in the minimal model program because smooth minimal models do not always exist, and thus one must allow certain singularities, namely the terminal singularities. (en)
  • 数学では、標準特異点(canonical singularities)は、射影多様体の標準モデルの特異点として現れ、端末特異点(terminal singularities)は極小モデルの特異点として現れる特別な場合である。それらは により導入された。滑らかな極小モデルは存在せず、従って、必然的に端末特異点である特異点を持たねばならないので、端末特異点は極小モデルプログラムで重要である。 (ja)
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  • Canonical singularity (en)
  • 標準特異点 (ja)
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