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This article presents a new method for finding the density expansion of certain transport coefficients of gases. Of these, the self-diffusion coefficient is the most important example. The method is to calculate the time-correlation function associated with the transport process. To lowest order in density, the results are identical with those found by Enskog's first-order perturbation solution of the Boltzmann equation. The first density correction requires the solution of a certain three-body problem. This problem is stated precisely, but is not solved.
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Robert Zwanzig (1963) studied this question.
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