Response Functions of Correlated Systems within Green's Function Theory

Research output: NRELPresentation

Abstract

Why use Green's functions as the fundamental variable? Wave-function (Psi) methods are king for high-fidelity and Density-functional (Rho) methods are very efficient (Kohn-Sham). Goldilocks principle: Green's function (G) methods straddle the Rho and Psi methods, intermediate in both accuracy and efficiency. Also, when interest lies in excitations & 2-particle properties: G-methods are natural - intrinsic to the theory.
Original languageAmerican English
Number of pages30
StatePublished - 2024

Publication series

NamePresented at CECAM Psi-k Research Conference, 28-31 May 2024, Lausanne, Switzerland

NREL Publication Number

  • NREL/PR-5F00-91307

Keywords

  • DMFT
  • goldilocks principle
  • Green's function
  • MBPT
  • wave-function

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