Relation Between Dirac and Canonical Density Matrices, with Applications to Imperfections in Metals
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Publication:3269912
DOI10.1103/PhysRev.120.830zbMath0093.23203MaRDI QIDQ3269912
Publication date: 1960
Published in: Physical Review (Search for Journal in Brave)
Related Items (13)
Differential virial relations in quantum theory and statistical mechanics of some inhomogeneous electron assemblies ⋮ Exact response functions of a 2-D Fermion fluid ⋮ Statistical-mechanical models with separable many-body interactions: Especially partition functions and thermodynamic consequences ⋮ Correlated and idempotent Dirac first-order density matrices with identical diagonal fermion density: a route to extract a one-body potential energy in TDDFT ⋮ Slater sum for the one-dimensional sech2 potential in relation to the kinetic energy density ⋮ Bloch equation for the canonical density matrix in terms of its diagonal element: The Slater sum ⋮ Critically shielded potential in a three-dimensional electron gas: The induced charge density at the origin ⋮ Density matrices for itinerant and localized electrons with and without external fields ⋮ Electron theory of interaction between point defects in metals ⋮ Can a relativistic differential equation be set up to treat the angularity of the valence electron density in heavy atom clusters? ⋮ Slater sum for central field problems characterized by its s-wave component alone ⋮ Nonlinear Field Theoretical Approaches to the Electron Density Amplitude Equation in Many-Electron Atoms and Molecules ⋮ Changes in nonlinear potential scattering theory in electron gases brought about by reducing dimensionality
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