Symmetry of Chaos and Order in Systems with Continuously Varying Structure of Dynamic Elements

The Fibonacci method is considered for stationary distributions. The initial postulates of this method are opposite to the postulates of statistical mechanics. The inapplicability of the hypothesis on identical dynamic particles is demonstrated on the example of the stationary state of a macromolecule in a thermostat. A new model of the stationary state of a substance is constructed based on the equality of chaos and order measures specified in terms of variables of three classes. The limiting transition from the new model to the well-known models is given. The law of evolution is expressed in terms of the symmetry of chaos and order.