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- Wiman's_sextic abstract "In mathematics, Wiman's sextic is a degree 6 plane curve with four nodes studied by Anders Wiman (1896).It is given by the equation (in homogeneous coordinates)Its normalization is a genus 6 curve with automorphism group isomorphic to the symmetric group S5.".
- Wiman's_sextic wikiPageExternalLink 1250281655.
- Wiman's_sextic wikiPageID "35479016".
- Wiman's_sextic wikiPageRevisionID "556902893".
- Wiman's_sextic authorlink "Anders Wiman".
- Wiman's_sextic first "Anders".
- Wiman's_sextic hasPhotoCollection Wiman's_sextic.
- Wiman's_sextic last "Wiman".
- Wiman's_sextic year "1896".
- Wiman's_sextic subject Category:Algebraic_curves.
- Wiman's_sextic type Abstraction100002137.
- Wiman's_sextic type AlgebraicCurves.
- Wiman's_sextic type Attribute100024264.
- Wiman's_sextic type Curve113867641.
- Wiman's_sextic type Line113863771.
- Wiman's_sextic type Shape100027807.
- Wiman's_sextic comment "In mathematics, Wiman's sextic is a degree 6 plane curve with four nodes studied by Anders Wiman (1896).It is given by the equation (in homogeneous coordinates)Its normalization is a genus 6 curve with automorphism group isomorphic to the symmetric group S5.".
- Wiman's_sextic label "Wiman's sextic".
- Wiman's_sextic sameAs m.0j9n9tp.
- Wiman's_sextic sameAs Q8023503.
- Wiman's_sextic sameAs Q8023503.
- Wiman's_sextic sameAs Wiman's_sextic.
- Wiman's_sextic wasDerivedFrom Wiman's_sextic?oldid=556902893.
- Wiman's_sextic isPrimaryTopicOf Wiman's_sextic.