Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Arf_ring> ?p ?o. }
Showing items 1 to 17 of
17
with 100 items per page.
- Arf_ring abstract "In mathematics, an Arf ring was defined by Lipman (1971) to be a 1-dimensional commutative semi-local Macaulay ring satisfying some extra conditions studied by Cahit Arf (1948). Much of Arf's most important work was in algebraic number theory and he invented Arf invariants which have many applications in topology. His early work was on quadratic forms in fields, particularly fields of characteristic 2. His name is not only attached to Arf invariants but he is also remembered for the Hasse-Arf Theorem which plays an important role in class field theory and in Artin's theory of L-functions. In ring theory, Arf rings are named after him.".
- Arf_ring wikiPageID "23256137".
- Arf_ring wikiPageRevisionID "600985220".
- Arf_ring authorlink "Cahit Arf".
- Arf_ring first "Cahit".
- Arf_ring hasPhotoCollection Arf_ring.
- Arf_ring last "Arf".
- Arf_ring year "1948".
- Arf_ring subject Category:Commutative_algebra.
- Arf_ring subject Category:Turkish_inventions.
- Arf_ring comment "In mathematics, an Arf ring was defined by Lipman (1971) to be a 1-dimensional commutative semi-local Macaulay ring satisfying some extra conditions studied by Cahit Arf (1948). Much of Arf's most important work was in algebraic number theory and he invented Arf invariants which have many applications in topology. His early work was on quadratic forms in fields, particularly fields of characteristic 2.".
- Arf_ring label "Arf ring".
- Arf_ring sameAs m.0660z8c.
- Arf_ring sameAs Q4789138.
- Arf_ring sameAs Q4789138.
- Arf_ring wasDerivedFrom Arf_ring?oldid=600985220.
- Arf_ring isPrimaryTopicOf Arf_ring.