Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Abhyankar–Moh_theorem> ?p ?o. }
Showing items 1 to 14 of
14
with 100 items per page.
- Abhyankar–Moh_theorem abstract "In mathematics, the Abhyankar–Moh theorem states that if is a complex line in the complex affine plane , then every embedding of into extends to an automorphism of the plane. It is named after S. S. Abhyankar and T.-T. Moh, who published it in 1975. More generally, the same theorem applies to lines and planes over any algebraically closed field of characteristic zero, and to certain well-behaved subsets of higher-dimensional complex affine spaces.".
- Abhyankar–Moh_theorem wikiPageID "9469328".
- Abhyankar–Moh_theorem wikiPageRevisionID "603813565".
- Abhyankar–Moh_theorem author "M. Hazewinkel".
- Abhyankar–Moh_theorem id "A/a120010".
- Abhyankar–Moh_theorem title "Abhyankar–Moh theorem".
- Abhyankar–Moh_theorem subject Category:Theorems_in_algebraic_geometry.
- Abhyankar–Moh_theorem comment "In mathematics, the Abhyankar–Moh theorem states that if is a complex line in the complex affine plane , then every embedding of into extends to an automorphism of the plane. It is named after S. S. Abhyankar and T.-T. Moh, who published it in 1975. More generally, the same theorem applies to lines and planes over any algebraically closed field of characteristic zero, and to certain well-behaved subsets of higher-dimensional complex affine spaces.".
- Abhyankar–Moh_theorem label "Abhyankar–Moh theorem".
- Abhyankar–Moh_theorem sameAs Abhyankar%E2%80%93Moh_theorem.
- Abhyankar–Moh_theorem sameAs 아비양카-모_정리.
- Abhyankar–Moh_theorem sameAs Q4667501.
- Abhyankar–Moh_theorem sameAs Q4667501.
- Abhyankar–Moh_theorem wasDerivedFrom Abhyankar–Moh_theorem?oldid=603813565.