Publications of J. Flick

Flick, J.; Welakuh, D.; Ruggenthaler, M.; Appel, H.; Rubio, A.: Light–Matter Response in Nonrelativistic Quantum Electrodynamics. ACS Photonics 6 (11), pp. 2757 - 2778 (2019)

Ruggenthaler, M.; Tancogne-Dejean, N.; Flick, J.; Appel, H.; Rubio, A.: From a quantum-electrodynamical light–matter description to novel spectroscopies. Nature Reviews Chemistry 2 (3), UNSP 0118 (2018)

Flick, J.; Schäfer, C.; Ruggenthaler, M.; Appel, H.; Rubio, A.: Ab Initio Optimized Effective Potentials for Real Molecules in Optical Cavities: Photon Contributions to the Molecular Ground State. ACS Photonics 5 (3), pp. 992 - 1005 (2018)

Dimitrov, T.; Flick, J.; Ruggenthaler, M.; Rubio, A.: Exact functionals for correlated electron-photon systems. New Journal of Physics 19, 113036 (2017)

Flick, J.; Ruggenthaler, M.; Appel, H.; Rubio, A.: Atoms and molecules in cavities, from weak to strong coupling in quantum-electrodynamics (QED) chemistry. Proceedings of the National Academy of Sciences of the United States of America 114 (12), pp. 3026 - 3034 (2017)

Flick, J.; Appel, H.; Ruggenthaler, M.; Rubio, A.: Cavity Born-Oppenheimer Approximation for Correlated Electron-Nuclear-Photon Systems. Journal of Chemical Theory and Computation 13 (4), pp. 1616 - 1625 (2017)

Flick, J.; Ruggenthaler, M.; Appel, H.; Rubio, A.: Kohn–Sham approach to quantum electrodynamical density-functional theory: Exact time-dependent effective potentials in real space. Proceedings of the National Academy of Sciences of the United States of America 112 (50), pp. 15285 - 15290 (2015)

Schäfer, C.; Flick, J.; Appel, H.; Pellegrini, C.; Rubio, A.: Krieger-Li-Iafrate approximation to the optimized effective potential approach in density functional theory for quantum electrodynamics. Green's function methods: the next generation II, CECAM-HQ-EPFL, Lausanne, Switzerland (2015)

Flick, J.: Exact nonadiabatic many-body dynamics: electron-phonon coupling in photoelectron spectroscopy and light-matter interactions in quantum electrodynamical density-functional theory. Dissertation, 183 pp., Humboldt-Universität zu Berlin, Berlin (2016)