Free Access
Issue
R.A.I.R.O. Informatique théorique
Volume 8, Number R3, 1974
Page(s) 47 - 61
DOI https://doi.org/10.1051/ita/197408R300471
Published online 01 February 2017
  1. R. CORI, Un code pour les graphes planaires et ses applications, Thèse Paris VII, 1973. [Zbl: 0313.05115]
  2. S. EILENBERG, Theory of Automata, vol. A : Foundations, Academic Press, 1973.
  3. W. FELLER, An Introduction to Probability Theory and its Applications, 2e éd., J. Wiley, 1957. [MR: 88081] [Zbl: 0077.12201]
  4. M. FLIESS, Sur certaines familles de séries formelles, Thèse Paris VII, 1972.
  5. M. FLIESS, Propriétés booléennes des langages stochastiques, Math. Systems Th. 7 (1974), 353-359. [MR: 408336] [Zbl: 0262.94037]
  6. K. MAHLER, Eine arithmetische Eigenschaft der Taylor - Koeffizienten rationaler Funktionen, Proc. Amsterdam Acad., 38 (1935), 50-60. [JFM: 61.0176.02]
  7. M. NIELSEN, On the decidability of some equivalence problems for DOL Systems, Information and Control 25 (1974), 166-193. [MR: 345455] [Zbl: 0284.68065]
  8. C. LECH, A note on recurring series, Archiv Math. 2 (1953), 417-421. [MR: 56634] [Zbl: 0051.27801]
  9. D. J. LEWIS, Diophantine equations : p-adic methods, in : Leveque (ed), Studies in Number Theory, Math. Ass. America, Prentice-Hall 1969. [MR: 241359] [Zbl: 0218.10035]
  10. A. PAZ and A. SALOMAA, Integral sequential word function and growth equivalence of Lindenmayer systems, Information and Control, 23, 1973, 313-343. [MR: 324960] [Zbl: 0273.68056]
  11. J. F. PERROT, Quelques problèmes combinatoires de la théorie des automates, Notes d'un cours de M. P. Schützenberger, Institut de Programmation, Paris, 1967 (miméographié).
  12. W. POLLUL and D. SCHÜTT, Growth in DOL Systems, à paraître. [Zbl: 0303.68049]
  13. G. ROZENBERG, The length sets of DOL languages are uniformly bounded, Inf. Proc. Letters 2 (1974), 185-188. [Zbl: 0282.68037]
  14. M. P. SCHÜTZENBERGER, On the definition of a family of automata, Information and Control 4 (1961), 245-270. [MR: 135680] [Zbl: 0104.00702]
  15. C. S. SIEGEL, Ueber die Koefficienten in der Taylor - Entwicklung rationaler Funktionen, Tohoku Journal 20 (1921), 26-31. [JFM: 48.0329.01]
  16. T. SKOLEM, Ein Verfahren zur Behandlung gewisser exponentieller Gleichungen, in C. R. 8e congrès Math. Scand., Stochkolm 1934, Lund 1935, 163-188. [JFM: 61.1080.01]
  17. M. F. SMILEY, On the zeros of a cubic recurrence, American Math. Monthy 63 (1956), 171-172. [MR: 75967] [Zbl: 0070.27302]
  18. P. TURAKAINEN, Some closure properties of the family of stochastic languages, Information and Control 18 (1971), 253-256. [MR: 278856] [Zbl: 0218.68013]
  19. M. WARD, Note on an arithmetical property of recurring series, Math. Zeitschrift 39 (1934) 211-224. [EuDML: 168547] [Zbl: 0010.00802] [JFM: 60.0919.04]

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