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- Q17028398 subject Q8234758.
- Q17028398 subject Q8405593.
- Q17028398 abstract "In mathematics, a hyperelliptic surface, or bi-elliptic surface, is a surface whose Albanese morphism is an elliptic fibration. Any such surface can be written as the quotient of a product of two elliptic curves by a finite abelian group.Hyperelliptic surfaces form one of the classes of surfaces of Kodaira dimension 0 in the Enriques–Kodaira classification.".
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- Q17028398 wikiPageWikiLink Q1138961.
- Q17028398 wikiPageWikiLink Q1493952.
- Q17028398 wikiPageWikiLink Q1640811.
- Q17028398 wikiPageWikiLink Q1778193.
- Q17028398 wikiPageWikiLink Q181296.
- Q17028398 wikiPageWikiLink Q2584390.
- Q17028398 wikiPageWikiLink Q266237.
- Q17028398 wikiPageWikiLink Q288465.
- Q17028398 wikiPageWikiLink Q32229.
- Q17028398 wikiPageWikiLink Q395.
- Q17028398 wikiPageWikiLink Q429593.
- Q17028398 wikiPageWikiLink Q4709029.
- Q17028398 wikiPageWikiLink Q484298.
- Q17028398 wikiPageWikiLink Q5611270.
- Q17028398 wikiPageWikiLink Q6425087.
- Q17028398 wikiPageWikiLink Q655275.
- Q17028398 wikiPageWikiLink Q756747.
- Q17028398 wikiPageWikiLink Q8234758.
- Q17028398 wikiPageWikiLink Q836088.
- Q17028398 wikiPageWikiLink Q8405593.
- Q17028398 wikiPageWikiLink Q8519884.
- Q17028398 wikiPageWikiLink Q912887.
- Q17028398 comment "In mathematics, a hyperelliptic surface, or bi-elliptic surface, is a surface whose Albanese morphism is an elliptic fibration. Any such surface can be written as the quotient of a product of two elliptic curves by a finite abelian group.Hyperelliptic surfaces form one of the classes of surfaces of Kodaira dimension 0 in the Enriques–Kodaira classification.".
- Q17028398 label "Hyperelliptic surface".