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- Śleszyński–Pringsheim_theorem abstract "In mathematics, the Śleszyński–Pringsheim theorem is a statement about convergence of certain continued fractions. It was discovered by Ivan Śleszyński and Alfred Pringsheim in the late 19th century.It states that if an, bn, for n = 1, 2, 3, ... are real numbers and |bn| ≥ |an| + 1 for all n, then converges absolutely to a number ƒ satisfying 0 < |ƒ| < 1, meaning that the serieswhere An / Bn are the convergents of the continued fraction, converges absolutely.".
- Śleszyński–Pringsheim_theorem wikiPageID "33062050".
- Śleszyński–Pringsheim_theorem wikiPageRevisionID "569837311".
- Śleszyński–Pringsheim_theorem subject Category:Continued_fractions.
- Śleszyński–Pringsheim_theorem subject Category:Theorems_in_real_analysis.
- Śleszyński–Pringsheim_theorem comment "In mathematics, the Śleszyński–Pringsheim theorem is a statement about convergence of certain continued fractions. It was discovered by Ivan Śleszyński and Alfred Pringsheim in the late 19th century.It states that if an, bn, for n = 1, 2, 3, ... are real numbers and |bn| ≥ |an| + 1 for all n, then converges absolutely to a number ƒ satisfying 0 < |ƒ| < 1, meaning that the serieswhere An / Bn are the convergents of the continued fraction, converges absolutely.".
- Śleszyński–Pringsheim_theorem label "Konvergenzkriterium von Pringsheim".
- Śleszyński–Pringsheim_theorem label "Théorème de Śleszyński-Pringsheim".
- Śleszyński–Pringsheim_theorem label "Śleszyński–Pringsheim theorem".
- Śleszyński–Pringsheim_theorem sameAs %C5%9Aleszy%C5%84ski%E2%80%93Pringsheim_theorem.
- Śleszyński–Pringsheim_theorem sameAs Konvergenzkriterium_von_Pringsheim.
- Śleszyński–Pringsheim_theorem sameAs Théorème_de_Śleszyński-Pringsheim.
- Śleszyński–Pringsheim_theorem sameAs Q8081891.
- Śleszyński–Pringsheim_theorem sameAs Q8081891.
- Śleszyński–Pringsheim_theorem wasDerivedFrom Śleszyński–Pringsheim_theorem?oldid=569837311.