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- Noether's_theorem_on_rationality_for_surfaces abstract "In mathematics, Noether's theorem on rationality for surfaces is a classical result of Max Noether on complex algebraic surfaces, giving a criterion for a rational surface. Let S be an algebraic surface that is non-singular and projective. Suppose there is a morphism φ from S to the projective line, with general fibre also a projective line. Then the theorem states that S is rational.".
- Noether's_theorem_on_rationality_for_surfaces wikiPageExternalLink sclass16A.pdf.
- Noether's_theorem_on_rationality_for_surfaces wikiPageID "3095525".
- Noether's_theorem_on_rationality_for_surfaces wikiPageRevisionID "475057367".
- Noether's_theorem_on_rationality_for_surfaces hasPhotoCollection Noether's_theorem_on_rationality_for_surfaces.
- Noether's_theorem_on_rationality_for_surfaces subject Category:Algebraic_surfaces.
- Noether's_theorem_on_rationality_for_surfaces subject Category:Theorems_in_algebraic_geometry.
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- Noether's_theorem_on_rationality_for_surfaces comment "In mathematics, Noether's theorem on rationality for surfaces is a classical result of Max Noether on complex algebraic surfaces, giving a criterion for a rational surface. Let S be an algebraic surface that is non-singular and projective. Suppose there is a morphism φ from S to the projective line, with general fibre also a projective line. Then the theorem states that S is rational.".
- Noether's_theorem_on_rationality_for_surfaces label "Noether's theorem on rationality for surfaces".
- Noether's_theorem_on_rationality_for_surfaces sameAs m.08r343.
- Noether's_theorem_on_rationality_for_surfaces sameAs Q7047379.
- Noether's_theorem_on_rationality_for_surfaces sameAs Q7047379.
- Noether's_theorem_on_rationality_for_surfaces sameAs Noether's_theorem_on_rationality_for_surfaces.
- Noether's_theorem_on_rationality_for_surfaces wasDerivedFrom Noether's_theorem_on_rationality_for_surfaces?oldid=475057367.
- Noether's_theorem_on_rationality_for_surfaces isPrimaryTopicOf Noether's_theorem_on_rationality_for_surfaces.