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- Iitaka_dimension abstract "In algebraic geometry, the Iitaka dimension of a line bundle L on an algebraic variety X is the dimension of the image of the rational map to projective space determined by L. This is 1 less than the dimension of the ringThe Iitaka dimension of L is always less than or equal to the dimension of X. If L is not effective, then its Iitaka dimension is usually defined to be or simply said to be negative (some early references define it to be −1). The Iitaka dimension of L is sometimes called L-dimension, while the dimension of a divisor D is called D-dimension. The Iitaka dimension was introduced by Shigeru Iitaka (1970, 1971).".
- Iitaka_dimension wikiPageID "13024295".
- Iitaka_dimension wikiPageRevisionID "605031088".
- Iitaka_dimension authorlink "Shigeru Iitaka".
- Iitaka_dimension first "Shigeru".
- Iitaka_dimension hasPhotoCollection Iitaka_dimension.
- Iitaka_dimension last "Iitaka".
- Iitaka_dimension year "1970".
- Iitaka_dimension year "1971".
- Iitaka_dimension subject Category:Birational_geometry.
- Iitaka_dimension subject Category:Vector_bundles.
- Iitaka_dimension type Abstraction100002137.
- Iitaka_dimension type Collection107951464.
- Iitaka_dimension type Group100031264.
- Iitaka_dimension type Package108008017.
- Iitaka_dimension type VectorBundles.
- Iitaka_dimension comment "In algebraic geometry, the Iitaka dimension of a line bundle L on an algebraic variety X is the dimension of the image of the rational map to projective space determined by L. This is 1 less than the dimension of the ringThe Iitaka dimension of L is always less than or equal to the dimension of X. If L is not effective, then its Iitaka dimension is usually defined to be or simply said to be negative (some early references define it to be −1).".
- Iitaka_dimension label "Iitaka dimension".
- Iitaka_dimension label "飯高次元".
- Iitaka_dimension sameAs 飯高次元.
- Iitaka_dimension sameAs m.06_ydyr.
- Iitaka_dimension sameAs Q5995023.
- Iitaka_dimension sameAs Q5995023.
- Iitaka_dimension sameAs Iitaka_dimension.
- Iitaka_dimension wasDerivedFrom Iitaka_dimension?oldid=605031088.
- Iitaka_dimension isPrimaryTopicOf Iitaka_dimension.