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R. A. Coldwell-Horsfall and A. A. Maradudin, “Zero- Point Energy of an Electron Lattice,” Journal of Mathe-matical Physics, Vol. 1, No.5, 1960, pp. 395-405. doi:10.1063/1.1703670

has been cited by the following article:

• TITLE: Spin Polarization of the Uniform Three-Dimensional Electron Gas

  AUTHORS: H. Van Cong

  KEYWORDS: Electron Gas, Correlation Energy; Spin Stiffness, Total Energy, Spin Susceptibility, Paramagnetic-and-Ferromagnetic Phase Transitions, Wigner States

  JOURNAL NAME: Journal of Modern Physics, Vol.2 No.9, September 19, 2011

  ABSTRACT: A simple-and-analytic form for total energy (or ground-state energy) in the uniform three-dimensional electron gas, expressed as a function of any Wigner-Seitz radius rs and relative spin polarization ζ is obtained with a very good accuracy of 0.036% from the Stoner model and our interpolation between high-and-low density limits with use of a two-point approach for the correlation energy and spin stiffness at rs = 1 and 70. This suggests a satisfactory desciption of some physical properties such as: paramagnetic-ferromagnetic phase transition and thermodynamic-and-optical phenomena.