Dynamical vertex approximation for many-electron systems with spontaneously broken SU(2) symmetry
Lorenzo Del Re, A. Toschi
Abstract
While it is commonly assumed that correlation effects in quantum materials get partly mitigated by the onset of magnetic order, the precise role played by strong correlations in spontaneous symmetry-broken phases remains largely unexplored. Here, the authors' generalization of one of the most used diagrammatic extensions of dynamical mean-field theory to treat magnetic ordered phases provides a powerful tool to unveil the spectroscopic signatures of electronic correlations in strongly correlated quantum magnets, as highlighted by preliminary results for testbed cases.
Topics & Concepts
Feynman diagramHubbard modelDiagrammatic reasoningStrongly correlated materialPhysicsFormalism (music)Vertex (graph theory)Dynamical mean field theoryAntiferromagnetismElectronQuantum mechanicsTheoretical physicsMathematical physicsStatistical physicsMathematicsSuperconductivityComputer scienceDiscrete mathematicsVisual artsArtProgramming languageGraphMusicalPhysics of Superconductivity and MagnetismAdvanced Condensed Matter PhysicsQuantum and electron transport phenomena