In this paper the theory, given in part I, is continued. In the region of temperatures and density, where the fundamental lengths of the plasma are ordered as {article}{empty}{document}λ ᵢᵢ < e² kT < λ ₑₑ{document} and where n e λ ≪ 1, quantum corrections to the classical Debye‐Hückel free energy of an electron‐ion‐plasma are calculated explicitely. Here n e is the electron density; λ ee and λ ii are the thermal wavelengths of the electrons and ions, respectively. The above assumptions are valid for temperatures between 10 6 and 10 8 °K and electron densities n e < 10 25 cm −3 . The effects of symmetry are taken into account. The relation between our results and those derived by DeWitt, Trubnikow and Elesin is discussed.
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Hoffmann et al. (1968) studied this question.
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