Free Access
R.A.I.R.O. Informatique théorique
Volume 8, Number R1, 1974
Page(s) 37 - 48
Published online 01 February 2017
  1. ROGERS H., Theory of Recursive Functions and Effective computability, McGraw Hill (1966). [MR: 224462] [Zbl: 0183.01401]
  2. GRZEGORCZYK A., Some Classes of Recursive Function, Rozprawy Maternatyczne, pp. 1-46 (1953). [EuDML: 219317] [MR: 60426] [Zbl: 0052.24902]
  3. PETER R., Recursive Functions, Academic Press (1966). [MR: 219414] [Zbl: 0154.00601]
  4. BLUM M., A machine-Independent Theory of the Complexity of Recursive Functions, JACM, vol. 14, n° 2, Appril (1967), pp. 322-336. [MR: 235912] [Zbl: 0155.01503]
  5. FLAJOLET P. et STEYAERT J. M., Generalised Immune Sets, Rapport IRIA (1973).
  6. CONSTABLE R., Hierarchy Theorems for Axiomatic Complexity, Computational Complexity, pp. 37-63, edited by Randall Rustin-Algorithmics Press Inc (1973).
  7. FLAJOLET P. et STEYAERT J. M., Une Formalisation de la Notion d'Algorithme de Tri non Récurrent. Thèse de 3e cycle, Paris VII (1973).
  8. CUDIA D., The degree hierarchy of undecidable problems of formal grammars, ACM-SIGACT Symposium (1970). [Zbl: 0169.31302]
  9. LEWIS F. D., On Unsolvability in Subrecursive Classes of Predicates, Harvard University report (1972). [Zbl: 0316.02050]
  10. MEYER A. et RITCHIE D., Computational Complexity and Program Structure, IBM research report RC 1817 (1967).
  11. IBARRA O., On two way Multihead Automata, JCSS 7, 28-36 (1973). [MR: 408317] [Zbl: 0256.68028]
  12. ROSENBERG A., On multihead Finite Automata, IBM Journal (1966), 388-394. [Zbl: 0168.01303]
  13. FLAJOLET P. et STEYAERT J. M., Decision Problems for Multihead Finite Automata. Proceedings of MFCS Symposium, pp. 225-230 (1973). [MR: 408315]
  14. MEYER A. et FISCHER M., Economy of Description by Automata, Grammars and Formal Systems. Conference Record (1971). 12tl Annual Sympon Switching an Automata Theory, pp. 188-191.
  15. MEYER A. Program Size, in Restricted Programming Languages, Information and Control, 21, 382-394 (1972). [MR: 321343] [Zbl: 0301.68019]

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