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- Schneider–Lang_theorem abstract "In mathematics, the Schneider–Lang theorem is a refinement by Lang (1966) of a theorem of Schneider (1949) about the transcendence of values of meromorphic functions. The theorem implies both the Hermite–Lindemann and Gelfond–Schneider theorems, and implies the transcendence of some values of elliptic functions and elliptic modular functions.".
- Schneider–Lang_theorem wikiPageID "28883744".
- Schneider–Lang_theorem wikiPageRevisionID "573382801".
- Schneider–Lang_theorem subject Category:Diophantine_approximation.
- Schneider–Lang_theorem subject Category:Transcendental_numbers.
- Schneider–Lang_theorem comment "In mathematics, the Schneider–Lang theorem is a refinement by Lang (1966) of a theorem of Schneider (1949) about the transcendence of values of meromorphic functions. The theorem implies both the Hermite–Lindemann and Gelfond–Schneider theorems, and implies the transcendence of some values of elliptic functions and elliptic modular functions.".
- Schneider–Lang_theorem label "Schneider–Lang theorem".
- Schneider–Lang_theorem label "Stelling van Schneider-Lang".
- Schneider–Lang_theorem sameAs Schneider%E2%80%93Lang_theorem.
- Schneider–Lang_theorem sameAs Stelling_van_Schneider-Lang.
- Schneider–Lang_theorem sameAs Q2862403.
- Schneider–Lang_theorem sameAs Q2862403.
- Schneider–Lang_theorem wasDerivedFrom Schneider–Lang_theorem?oldid=573382801.