A method for the development of elements of nonequilibrium (ប, k) dynamics without the use of the Schrödinger equation is proposed. This method is based on the generalization of the Fokker-Planck and Hamilton-Jacoby equations by the successive account of the stochastic action of vacuum (quantum thermo stat). It is shown that nonequilibrium wave functions in the presence of quantum-thermal diffusion in vac uum describe the approximation to the state of generalized thermal equilibrium both at zero and finite tem peratures. They can be used as the basis for a universal description of transport processes.

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We propose an approach that makes it possible to narrow the gap between the macro and micro descriptions of nature (i.e., between thermodynamics and quantum mechanics). This approach is based on introducing the quantum thermostat model in the form of cold and thermal vacuums. In this case we start from our previously developed microdescription in the form of (ប, k) dynamics instead of the standard quan tum mechanics. It is based on using the complex wave function of vacuum. We emphasize the universal role of the stochastic environmental influence in the appearance of correlations between the fluctuations of con jugate parameters on micro and macrolevels at any temperatures.

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