Physical Review · 1967 · 25 citations · 7 references
Natural SciencesPhysicsComputational PhysicsCondensed Matter PhysicsSurface ScienceApproximation MethodsElectron CorrelationStrongly Correlated Electron SystemsCoulomb InteractionDampingElectronic Density Of StatesFermi SurfaceQuasiparticle Random-phase ApproximationQuasiparticle Self-energyQuasiparticle StatesRandom Phase Approximation
A numerical evaluation of the imaginary part of the self-energy function, $\ensuremath{\Sigma}{2}^{}(\mathbf{k},\ensuremath{\omega})$, for the free-electron gas has been performed with the aid of an IBM 7094 computer. The calculation is done within the randomphase approximation using the full Lindhard dielectric-constant function. Results are presented in the form of plots of $\ensuremath{\Sigma}{2}^{}(\mathbf{k},\ensuremath{\omega})$ versus $\ensuremath{\omega}$ for various values of $k$ and electronic density. Comparison is made in the quadratic $\ensuremath{\omega}$-dependent region about the Fermi surface with an analytic calculation using a statically screened Coulomb interaction.
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Correlation Energy of an Electron Gas at High Density
Murray Gell‐Mann, K. A. Brueckner · Physical Review · 1957 · 1.4K citations
Range of Excited Electrons in Metals
John J. Quinn · Physical Review · 1962 · 642 citations