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Statements

Subject Item
dbr:Schneider–Lang_theorem
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rdfs:label
Stelling van Schneider-Lang Schneider–Lang theorem
rdfs:comment
In mathematics, the Schneider–Lang theorem is a refinement by of a theorem of 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. In de wiskunde is de stelling van Schneider-Lang een verfijning door Serge Lang van een stelling van Theodor Schneider uit 1949 over de transcendentie van waarden van meromorfe functies. De stelling impliceert zowel de stelling van Hermite-Lindemann als de stelling van Gelfond-Schneider, en impliceert de transcendentie van een aantal waarden van elliptische functies en elliptisch modulaire functies.
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In mathematics, the Schneider–Lang theorem is a refinement by of a theorem of 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. In de wiskunde is de stelling van Schneider-Lang een verfijning door Serge Lang van een stelling van Theodor Schneider uit 1949 over de transcendentie van waarden van meromorfe functies. De stelling impliceert zowel de stelling van Hermite-Lindemann als de stelling van Gelfond-Schneider, en impliceert de transcendentie van een aantal waarden van elliptische functies en elliptisch modulaire functies.
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