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Statistical theory of transport processes in a classical dense fluid

This paper is concerned with the statistical theory of classical dense fluids which are in a condition of nonequilibrium. Various theories based on the Liouville equation are considered as a means of relating the phenomenological transport coefficients of fluid mechanics, such as viscosity and thermal conductivity, to molecular properties. The arguments are restricted to simple fluids composed of a single chemical species composed of essentially spherical molecules and internal molecular degrees of freedom are neglected. Some numerical results of certain aspects of the theory are considered.