A CONJECTURE TO THE SOLUTION OF THE CONTINUOUS LOGISTIC EQUATION
作者： M. E. COHEN , D. L. HUDSON , M. F. ANDERSON , P. C. DEEDWANIA
DOI: 10.1142/S0218488594000353
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摘要: Chaotic models as a rule are based on nonlinear recursive discrete equations, often illustrated by the logistic equation. In this paper, conjecture is presented that gives an approximate solution to continuous It shown if certain chaotic viewed rather than discrete, strict borderline mathematical concept of onset chaos no longer retains its importance in some practical problems. fact, it more important look at degree chaos, two medical problems dealing with blood flow and heart rate variability. The modeling approach seen be useful analyzing experimental data.
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