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The science of statistical mechanics derives bulk properties of systems from the mechanical properties of their molecular constituents, assuming molecular chaos and applying the laws of probability.
Properties of systems can be associated with different parts of the phase space.
The energy densities provide the connection between field measurements and intrinsic properties of systems.
The dynamical properties of systems (2.3) and (2.4) determine the dynamical behaviors of system (2.2).
By the control theories, we know that the passive properties of systems can keep the systems internally stable.
So EH is a useful tool in studying the dynamical properties of systems even if the system fails to be ergodic tout court.
It should be noted that all the properties discussed above are properties of systems, not properties of particular hereditary relations, of particular transmission events, or of replicator tokens.
The transport properties of systems are dependent on the applied bias voltage.
Properties of systems, such as density, temperature, pressure and enthalpy are required to characterize a system.
They also show the properties of systems which undergo a thermodynamic phase transition.
Such dynamic constraints are necessary to handle temporal and real-time properties of systems.
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