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[4] Walter Metzner and Dieter Vollhardt. Correlated Lattice Fermions in $d = \infty$ Dimensions. Physical Review Letters, 62(3):324–327, January 1989.
[5] Olivier Parcollet, Michel Ferrero, Thomas Ayral, Hartmut Hafermann, Igor Krivenko, Laura Messio, and Priyanka Seth. TRIQS: A toolbox for research on interacting quantum systems. Computer Physics Communications, 196:398–415, November 2015.


### Umberto Morellini (CEREMADE, Paris)

**Relativistic electrons coupled with Newtonian nuclear dynamics**
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**TBA**

### Long Meng (CERMICS, Paris)

**A Rigorous Justification Of Mittleman’s Approach To The Dirac–Fock Model**

In this talk, we study the relationship between the Dirac–Fock model and the electron-positron Hartree–Fock model. We justify the Dirac–Fock model as a variational approximation of QED when the vacuum polarization is neglected and when the fine structure constant $\alpha$ is small and the velocity of light $c$ is large. As a byproduct, we also prove, when $\alpha$ is small or $c$ is large, the no-unfilled shells theory in the Dirac–Fock theory for atoms and molecules. The proof is based on some new properties of the Dirac-Fock model.

# POSTERS

### Vitaly Gorelov (LSI, Palaiseau)
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