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In algebraic geometry, the Kodaira dimension κ(X) measures the size of the canonical model of a projective variety X. Igor Shafarevich, in a seminar introduced an important numerical invariant of surfaces with the notation κ. Shigeru Iitaka extended it and defined the Kodaira dimension for higher dimensional varieties (under the name of canonical dimension), and later named it after Kunihiko Kodaira.

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  • Kodaira dimension (en)
  • 小平次元 (ja)
  • Kodaira-dimensie (nl)
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  • In algebraic geometry, the Kodaira dimension κ(X) measures the size of the canonical model of a projective variety X. Igor Shafarevich, in a seminar introduced an important numerical invariant of surfaces with the notation κ. Shigeru Iitaka extended it and defined the Kodaira dimension for higher dimensional varieties (under the name of canonical dimension), and later named it after Kunihiko Kodaira. (en)
  • In de algebraïsche meetkunde, een deelgebied van de wiskunde, meet de Kodaira-dimensie κ(V) de grootte van het kanonieke model van een projectieve variëteit V. De dimensie is vernoemd naar de Japanse wiskundige Kunihiko Kodaira, die als eerste het belang van deze numerieke invariant bewees. De Kodaira-dimensie is een birationale invariant. (nl)
  • 代数幾何学では、小平次元 (Kodaira dimension)(標準次元 (canonical dimension) とも呼ばれる) κ(X) で射影多様体 X の標準モデル (canonical model) の大きさを測る。 は、セミナー で、代数曲面のある数値的不変量を記号 κ として導入した。飯高茂(Shigeru Iitaka) は、で、この数値的不変量を拡張し、高次元の多様体の小平次元を定義した(このときは標準次元の名称)。後日 で、小平邦彦の名前にちなんで「小平次元」とした。 (ja)
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  • Igor Dolgachev (en)
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  • Kodaira dimension (en)
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