机构:
Univ Cambridge, Ctr Math Sci, Dept Pure Math & Math Stat, Cambridge CB30 WB, EnglandUniv Cambridge, Ctr Math Sci, Dept Pure Math & Math Stat, Cambridge CB30 WB, England
Beardon, AF
[1
]
机构:
[1] Univ Cambridge, Ctr Math Sci, Dept Pure Math & Math Stat, Cambridge CB30 WB, England
We give a completely geometric interpretation of Pringsheim's classical convergence criterion for continued fractions, and we use this to derive the convergence of, and other information about, the continued fraction.
机构:
Dubna Joint Nucl Res Inst, BLTP, Dubna 141980, Moscow Region, RussiaDubna Joint Nucl Res Inst, BLTP, Dubna 141980, Moscow Region, Russia
Shukrinov, Yu. M.
Medvedeva, S. Yu.
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Dubna Joint Nucl Res Inst, BLTP, Dubna 141980, Moscow Region, Russia
State Univ, Moscow Inst Phys & Technol, Dolgoprudnyi 141700, Moscow Region, RussiaDubna Joint Nucl Res Inst, BLTP, Dubna 141980, Moscow Region, Russia
Medvedeva, S. Yu.
Botha, A. E.
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机构:
Univ S Africa, Dept Phys, ZA-0003 Pretoria, South AfricaDubna Joint Nucl Res Inst, BLTP, Dubna 141980, Moscow Region, Russia
Botha, A. E.
Kolahchi, M. R.
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机构:
Inst Adv Studies Basic Sci, Zanjan, IranDubna Joint Nucl Res Inst, BLTP, Dubna 141980, Moscow Region, Russia
Kolahchi, M. R.
Irie, A.
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机构:
Utsunomiya Univ, Dept Elect & Elect Syst Engn, Utsunomiya, Tochigi 3218585, JapanDubna Joint Nucl Res Inst, BLTP, Dubna 141980, Moscow Region, Russia
机构:
Politechniki Szczecinskiej, Szczecins, Pol, Politechniki Szczecinskiej, Szczecins, PolPolitechniki Szczecinskiej, Szczecins, Pol, Politechniki Szczecinskiej, Szczecins, Pol
机构:
Ecole Normale Super Lyon, CNRS, Unite Math Pures & Appl, MR, F-69364 Lyon, FranceEcole Normale Super Lyon, CNRS, Unite Math Pures & Appl, MR, F-69364 Lyon, France