Randomness and Determinism : a Mathematical Approach
Séminaire de Philosophie et Mathématiques, no. 2 (1978), pp. 1-14.
@article{SPHM_1978___2_A1_0,
     author = {Keane, Michael},
     title = {Randomness and Determinism : a Mathematical Approach},
     journal = {S\'eminaire de Philosophie et Math\'ematiques},
     pages = {1--14},
     publisher = {IREM Paris-Nord~; \'Ecole Normale Sup\'erieure},
     number = {2},
     year = {1978},
     language = {en},
     url = {www.numdam.org/item/SPHM_1978___2_A1_0/}
}
Keane, Michael. Randomness and Determinism : a Mathematical Approach. Séminaire de Philosophie et Mathématiques, no. 2 (1978), pp. 1-14. http://www.numdam.org/item/SPHM_1978___2_A1_0/

[A-DJ-R] : M. Akcogly, A. Del Junco and M. Rahe "Finitary codes between Markov processes", Z. Wahr. Verw. Geb. 47, 305-314 (1979) | MR 525312 | Zbl 0403.28017

[DJ] : A. Del Junco "Finitary coding of Markov random fields", to appear in Z. Wahr. verw. Geb. | MR 568267 | Zbl 0411.60055

[D] : M. Denker "Generators and almost topological isomorphisms" Astérisque 49 (1977) | MR 499073 | Zbl 0384.28013

[D-K] : M. Denker and M. Keane "Almost topological dynamical systems" Isr. J. Math. (1979) | MR 571401 | Zbl 0441.28008

M. Denker and M. Keane, "Finitary codes and the law of the iterated logarithm", preprint. | MR 576892 | Zbl 0417.60040

[G] : M. Gordin and B.A. Lifsic "The central limit theorem for stationary Markov processes", Sov. Math. Dokl 19, 392 - 4 (1978) | MR 501277 | Zbl 0395.60057

[I-L] : I. Ibragimov and Yu. Linnik "Independent and stationary sequences of random variables", Noordhoff (1971) | MR 322926 | Zbl 0219.60027

[K-S] : M. Keane and M. Smorodinsky "A class of finitary codes" Israel J. Math. 26, 353-371 (1977) | MR 450514 | Zbl 0357.94012

M. Keane and M. Smorodinsky "The finitary isomorphism theorem for Markov shifts". Bull. A.M.S. 1, 436-438 (1979) | MR 520082 | Zbl 0407.28010

[Ku] : A. Kushnirenko, "An estimate from above for the entropy of a classical system". Sov. Math. Dokl. 6, 360-362 (1965). | Zbl 0136.42905