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- Surface_of_class_VII abstract "In mathematics, surfaces of class VII are non-algebraic complex surfaces studied by (Kodaira 1964, 1968) that have Kodaira dimension −∞ and first Betti number 1. Minimal surfaces of class VII (those withno rational curves with self-intersection −1) are called surfaces of class VII0. Every class VII surface is birational to a unique minimal class VII surface, and can be obtained from this minimal surface by blowing up points a finite number of times. The name "class VII" comes from (Kodaira 1964, theorem 21), which divided minimal surfaces into 7 classes numbered I0 to VII0. However Kodaira's class VII0 did not have the condition that the Kodaira dimension is −∞, but instead had the condition that the geometric genus is 0. As a result, his class VII0 also included some other surfaces, such as secondary Kodaira surfaces, that are no longer considered to be class VII as they do not have Kodaira dimension −∞. The minimal surfaces of class VII are the class numbered "7" on the list of surfaces in (Kodaira 1968, theorem 55).".
- Surface_of_class_VII wikiPageExternalLink 1113246942.
- Surface_of_class_VII wikiPageExternalLink paper.phtml?journal_id=im&paper_id=1688.
- Surface_of_class_VII wikiPageID "22816286".
- Surface_of_class_VII wikiPageRevisionID "594120376".
- Surface_of_class_VII doi "10.2748".
- Surface_of_class_VII first "Georges".
- Surface_of_class_VII first "Karl".
- Surface_of_class_VII first "Matei".
- Surface_of_class_VII hasPhotoCollection Surface_of_class_VII.
- Surface_of_class_VII issn "40".
- Surface_of_class_VII issue "2".
- Surface_of_class_VII journal "The Tohoku Mathematical Journal. Second Series".
- Surface_of_class_VII last "Dloussky".
- Surface_of_class_VII last "Kodaira".
- Surface_of_class_VII last "Oeljeklaus".
- Surface_of_class_VII last "Toma".
- Surface_of_class_VII mr "1979500".
- Surface_of_class_VII pages "283".
- Surface_of_class_VII title "Class VII0 surfaces with b2 curves".
- Surface_of_class_VII url 1113246942.
- Surface_of_class_VII volume "55".
- Surface_of_class_VII year "1964".
- Surface_of_class_VII year "1968".
- Surface_of_class_VII year "2003".
- Surface_of_class_VII subject Category:Complex_surfaces.
- Surface_of_class_VII type Artifact100021939.
- Surface_of_class_VII type ComplexSurfaces.
- Surface_of_class_VII type Object100002684.
- Surface_of_class_VII type PhysicalEntity100001930.
- Surface_of_class_VII type Surface104362025.
- Surface_of_class_VII type Whole100003553.
- Surface_of_class_VII comment "In mathematics, surfaces of class VII are non-algebraic complex surfaces studied by (Kodaira 1964, 1968) that have Kodaira dimension −∞ and first Betti number 1. Minimal surfaces of class VII (those withno rational curves with self-intersection −1) are called surfaces of class VII0. Every class VII surface is birational to a unique minimal class VII surface, and can be obtained from this minimal surface by blowing up points a finite number of times.".
- Surface_of_class_VII label "Surface of class VII".
- Surface_of_class_VII sameAs VII型曲面.
- Surface_of_class_VII sameAs m.0640wvq.
- Surface_of_class_VII sameAs Q7645998.
- Surface_of_class_VII sameAs Q7645998.
- Surface_of_class_VII sameAs Surface_of_class_VII.
- Surface_of_class_VII wasDerivedFrom Surface_of_class_VII?oldid=594120376.
- Surface_of_class_VII isPrimaryTopicOf Surface_of_class_VII.