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Vergleich der Genauigkeit von Dezimalbruch und Kettenbruch

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Publication:2393758
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DOI10.1007/BF02993063zbMath0124.28003OpenAlexW1989332693MaRDI QIDQ2393758

Gustav Lochs

Publication date: 1964

Published in: Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf02993063


zbMATH Keywords

continued fractiondecimal fraction


Mathematics Subject Classification ID

Continued fractions (11A55)


Related Items

Random Lochs’ Theorem ⋮ Continued fraction and decimal expansions of an irrational number ⋮ Numeration and discrete dynamical systems ⋮ On dynamics of infinitely generated contractive mapping systems on \(p \mathbb{Z}_p\) ⋮ Beta-expansion and continued fraction expansion of real numbers ⋮ Beta-expansion and continued fraction expansion over formal Laurent series ⋮ Beta-expansion and continued fraction expansion ⋮ Equipartition of interval partitions and an application to number theory ⋮ An iterated logarithm law related to decimal and continued fraction expansions ⋮ Comparing the effectiveness of two kinds of continued fractions ⋮ Limit theorems related to beta-expansion and continued fraction expansion ⋮ Die ersten 968 Kettenbruchnenner von \(\pi\)



Cites Work

  • Die ersten 968 Kettenbruchnenner von \(\pi\)
  • Unnamed Item
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