Abstract:

Over the years, research has been conducted in the field of natural science according to chaotic dynamic of biosystems parameters. In this case, the recorded parameters from complexity systems must be somehow structured, grouped, etc. The problem of sample homogeneity arises. The article discusses a mechanism for establishing the uniformity of samples of recorded parameters for special, homeostatic systems. The possibility of evaluating homogeneous samples within the framework of the new approach by the example of tremorograms is demonstrated. A new mechanism for checking samples for homogeneity is proposed in the framework of the theory of chaos-self-organization in the form of calculating the parameters of quasiattractors. It is noted that the recorded parameter xi(t) for one person as the mode of repeated repeats of measurement in a row may not be homogeneous.

Keywords: quasiattractor, uniformity, tremor, Eskov-Zinchenko effect.