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References:
[1] B. de Finetti: Probability, Induction and Statistics. J. Wiley, London-New York-Toronto 1972. Zbl 0275.60001
[2] N. Dunford J. T. Schwartz: Linear Operators. Part I. Interscience, New York 1957.
[3] I. D. McDonald: The Theory of Groups. Clarendon Press, Oxford 1968. MR 0244355
[4] R. A. Olshen: Representing finitely additive invariant probabilities. Ann. Math. Stat. 39 (1968), 2131-2135. MR 0239633 | Zbl 0185.44203
[5] J. C. Oxtoby: Ergodic sets. Bull. AMS 58 (1952), 116-136. MR 0047262 | Zbl 0046.11504
[6] K. R. Parthasarathy: A note on McMillan's theorem for countable alphabets. Trans. 3rd Prague Conf. on Inf. Theory etc., NČSAV, Prague 1964, 541 - 543. MR 0166006 | Zbl 0199.21401
[7] Ja. G. Sinai: On the notion of entropy of a dynamical system. (in Russian). Doklady AN SSSR 124 (1959), 768-771. MR 0103256
[8] Š. Šujan: Integral representation of the entropy rate. Studia Sci. Math. Hungarica 11 (1976) 25-36. MR 0545093
[9] Š. Šujan: A generalized coding problem for discrete information sources. Kybernetika 13 (1977), Supplement, 95 pp. MR 0465531
[10] Š. Šujan: Epsilon-Quantiles, Epsilon-Rates, and Source Coding Theorems. (submitted to EIK).
[11] Š. Šujan: Ergodic theory and coding theorems for finitely additive invariant probabilities. Lecture held in October 1978 at Accademia Nazionale dei Lincei (text available upon request from the Accademia).
[12] K. Winkelbauer: On discrete information sources. Trans. 3rd Prague Conf. on Inform. Theory etc., NČSAV, Prague 1964, 765-830. MR 0166000 | Zbl 0126.35702
[13] K. Winkelbauer: On the asymptotic rate of non-ergodic information sources. Kybernetika 6 (1970), 127-148. MR 0275979 | Zbl 0245.94013
[14] K. Winkelbauer: Non-smooth channels with additive random noise. Trans. 8th Prague Conf. on Inform. Theory etc. Vol. B, 365-381. Academia, Prague 1978. MR 0536830 | Zbl 0416.94008
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