The modified Taxman transport coefficient formulae have been obtained correctly up to the first approximation for a pure hard-ellipsoidal low-density fluid in terms of four-dimensional quadratures over the coordinates of two interacting ellipsoidal molecules. In the appropriate limits, these...

A perturbation series is obtained which expresses the pressure, Ursell functions and distribution functions of a quantum fluid in terms of those of the unperturbed fluid having the same temperature and fugacity. The pair interaction potential of the unperturbed fluid is a non-analytic function...

Expressions derived in the previous paper for quantum corrections to the radial distribution function of a fluid are applied to the hard-sphere fluid. It is found that the perturbation theory given in the paper is valid only at very high values of temperatures when applied to calculate the...

A perturbation series is given which expresses the equilibrium thermodynamic quantities of a quantal fluid in terms of that of another (unperturbed) fluid having the same temperature and number density ρ. The general term of each series can be given; it is the integral of a product involving...