ESKOV-ZINCHENKO EFFECT REFUTES THE VIEWS OF I.R. PRIGOGINE, J.A. WHEELER AND M. GELL-MANN ABOUT DETERMINISTIC CHAOS OF BIOLOGICAL SYSTEMS - COMPLEXITY
Complex biosystems (complexity - STT) are not objects of stochastic or dynamical chaos (Lorenz). Chaos of STT are differ because there are not invariants of measure (distribution, are not equivalent), the autocorrelations functions A (A are not reaches zero (A(t)→0 impossible)). The thermodynamic of equilibrium state (by I.R. Prigogine and Glensdorf) is non usefulness for description and modeling of complexity, living systems homeostatic systems. According to new our approaches (theory of chaos - self organization - TSO) we demonstrate the stable state of homeostasis it we have the stable of quasi-attractors volume or if the coordinates of new quasi-attractor S2 at time t2 does not output of quasi-attractor S, at t1 volume. Vice versa, we speak about homeostasis evolution if for t2 the quasi-attractor S2 more differ from quasi-attractor S1 for time t1. Obviously for t1 and t2 time we understand the intervals of Δt1 and Δt2 wich is determined simultaneously (after each of other). Evolution of STT is not deterministic or stochastic changing of STT.