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c entropies, hr and hw, proven to be the upper and lower bounds of any estimate of the entropy ina uniformly expanding and/or equidistributed system (Adler and Weiss, 1965). Measures of entropy, as “missing information related to the number of alternatives which remain possible to a physical system” (Bol
niformly expansive, C or Axiom A systems (see above). As noted above, generally hy = the maximum estimate of the entropy and hy the minimum estimate (Adler and Weiss, 1965). ht = hw in uniformly hyperbolic systems (Bowen, 1975) and the difference, [hz — hy] is an index of non-uniformity found useful in d
campal slices. IEEE Trans Biomed Eng 39:1152-1160 Koch,H.P, Zajcek, H. (1991) Fractals also in pharmacokinetics? Pharmazie 46:870- 871 Kolmogorov, A.N. (1950) Foundations of Probability Theory. Chelsea, N.Y. Kolmogorov, A.N. (1957): General theory of dynamical systems and classical mechanics. In Pr
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