Arithmetische Eigenschaften der Lösungen einer Klasse von Funktionalgleichungen.

K. Mahler

Mathematische Annalen (1929)

  • Volume: 101, page 342-366
  • ISSN: 0025-5831; 1432-1807/e

How to cite


Mahler, K.. "Arithmetische Eigenschaften der Lösungen einer Klasse von Funktionalgleichungen.." Mathematische Annalen 101 (1929): 342-366. <>.

author = {Mahler, K.},
journal = {Mathematische Annalen},
pages = {342-366},
title = {Arithmetische Eigenschaften der Lösungen einer Klasse von Funktionalgleichungen.},
url = {},
volume = {101},
year = {1929},

AU - Mahler, K.
TI - Arithmetische Eigenschaften der Lösungen einer Klasse von Funktionalgleichungen.
JO - Mathematische Annalen
PY - 1929
VL - 101
SP - 342
EP - 366
UR -
ER -

Citations in EuDML Documents

  1. Philippe Dumas, Philippe Flajolet, Asymptotique des récurrences mahlériennes : le cas cyclotomique
  2. Kenneth K. Kubota, Algebraic independence of the numbers K = 0 ( 1 - p - 2 K ) with p prime
  3. Takao Komatsu, A certain power series associatedwith a Beatty sequence
  4. Taka-Aki Tanaka, Algebraic independence of the values of power series generated by linear recurrences
  5. Federico Pellarin, On the arithmetic properties of complex values of Hecke-Mahler series. I. The rank one case
  6. Jean-Paul Allouche, Automates et algébricités
  7. Jun-Ichi Tamura, Transcendental numbers having explicit g -adic and Jacobi-Perron expansions
  8. Peter J. Grabner, Completely q-multiplicative functions: the Mellin transform approach
  9. Yann Bugeaud, On the rational approximation to the Thue–Morse–Mahler numbers
  10. Alfred J. Van der Poorten, Arithmetic implications of the distribution of integral zeros of exponential polynomials

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