DMFT at 25: Infinite Dimensions
Lecture slides of the Autumn School on Correlated Electrons 2014
- Dieter Vollhardt
From Gutzwiller Wave Functions to Dynamical Mean-Field Theory
- Gabriel Kotliar
Electronic Structure of Correlated Materials: Slave-Boson Methods and Dynamical Mean-Field Theory
- Antoine Georges
Dynamical Mean-Field Theory: Materials from an Atomic Viewpoint beyond the Landau Paradigm
- Alexander Lichtenstein
Development of the LDA+DMFT Approach
- Tim Wehling
Projectors, Hubbard U, Charge Self-Consistency, and Double Counting
- Eva Pavarini
Linear Response Functions
- Fakher Assaad
Continuous-Time QMC Solvers for Electronic Systems in Fermionic and Bosonic Baths
- Erik Koch
Quantum Cluster Methods
(multiplet calculator)
- Michael Potthoff
Making Use of Self-Energy Functionals: The Variational Cluster Approximation
- Karsten Held
Dynamical Vertex Approximation
- Walter Metzner
Functional Renormalization Group Approach to Interacting Fermi Systems: DMFT as a Booster Rocket
- Marcus Kollar
Correlated Electron Dynamics and Nonequilibrium Dynamical Mean-Field Theory
- Ján Minár
Theoretical Description of ARPES: The One-Step Model
- Michael Sing
Introduction to Photoemission Spectroscopy
- Hao Tjeng
Challenges from Experiment: Correlation Effects and Electronic Dimer Formation in Ti2O3
(lecture notes)
Autumn School on Correlated Electrons
Overview of the Schools in the Series