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- Hurwitz's_theorem_(number_theory) abstract "In number theory, Hurwitz's theorem, named after Adolf Hurwitz, gives a bound on a Diophantine approximation. The theorem states that for every irrational number ξ there are infinitely many relatively prime integers m, n such that The hypothesis that ξ is irrational cannot be omitted. Moreover the constant is the best possible; if we replace by any number and we let (the golden ratio) then there exist only finitely many relatively prime integers m, n such that the formula above holds.".
- Hurwitz's_theorem_(number_theory) wikiPageID "23190613".
- Hurwitz's_theorem_(number_theory) wikiPageRevisionID "589924997".
- Hurwitz's_theorem_(number_theory) hasPhotoCollection Hurwitz's_theorem_(number_theory).
- Hurwitz's_theorem_(number_theory) subject Category:Diophantine_approximation.
- Hurwitz's_theorem_(number_theory) subject Category:Theorems_in_number_theory.
- Hurwitz's_theorem_(number_theory) type Abstraction100002137.
- Hurwitz's_theorem_(number_theory) type Communication100033020.
- Hurwitz's_theorem_(number_theory) type Message106598915.
- Hurwitz's_theorem_(number_theory) type Proposition106750804.
- Hurwitz's_theorem_(number_theory) type Statement106722453.
- Hurwitz's_theorem_(number_theory) type Theorem106752293.
- Hurwitz's_theorem_(number_theory) type TheoremsInNumberTheory.
- Hurwitz's_theorem_(number_theory) comment "In number theory, Hurwitz's theorem, named after Adolf Hurwitz, gives a bound on a Diophantine approximation. The theorem states that for every irrational number ξ there are infinitely many relatively prime integers m, n such that The hypothesis that ξ is irrational cannot be omitted. Moreover the constant is the best possible; if we replace by any number and we let (the golden ratio) then there exist only finitely many relatively prime integers m, n such that the formula above holds.".
- Hurwitz's_theorem_(number_theory) label "Hurwitz's theorem (number theory)".
- Hurwitz's_theorem_(number_theory) label "Satz von Hurwitz (Zahlentheorie)".
- Hurwitz's_theorem_(number_theory) label "Teorema de Hurwitz (teoria dos números)".
- Hurwitz's_theorem_(number_theory) label "Teorema de Hurwitz (teoría de números)".
- Hurwitz's_theorem_(number_theory) label "Théorème de Hurwitz (approximation diophantienne)".
- Hurwitz's_theorem_(number_theory) sameAs Satz_von_Hurwitz_(Zahlentheorie).
- Hurwitz's_theorem_(number_theory) sameAs Θεώρημα_του_Χούρβιτς.
- Hurwitz's_theorem_(number_theory) sameAs Teorema_de_Hurwitz_(teoría_de_números).
- Hurwitz's_theorem_(number_theory) sameAs Théorème_de_Hurwitz_(approximation_diophantienne).
- Hurwitz's_theorem_(number_theory) sameAs Teorema_de_Hurwitz_(teoria_dos_números).
- Hurwitz's_theorem_(number_theory) sameAs m.064k1vn.
- Hurwitz's_theorem_(number_theory) sameAs Q1630588.
- Hurwitz's_theorem_(number_theory) sameAs Q1630588.
- Hurwitz's_theorem_(number_theory) sameAs Hurwitz's_theorem_(number_theory).
- Hurwitz's_theorem_(number_theory) wasDerivedFrom Hurwitz's_theorem_(number_theory)?oldid=589924997.
- Hurwitz's_theorem_(number_theory) isPrimaryTopicOf Hurwitz's_theorem_(number_theory).