Hubbard nanoclusters far from equilibrium S Hermanns, N Schlünzen, M Bonitz
Physical Review B 90 (12), 125111, 2014
86 2014 Nonequilibrium dynamics in the one-dimensional Fermi-Hubbard model: Comparison of the nonequilibrium Green-functions approach and the density matrix renormalization group method N Schlünzen, JP Joost, F Heidrich-Meisner, M Bonitz
Physical Review B 95 (16), 165139, 2017
80 2017 Achieving the scaling limit for nonequilibrium green functions simulations N Schlünzen, JP Joost, M Bonitz
Physical review letters 124 (7), 076601, 2020
79 2020 Dynamics of strongly correlated fermions: Ab initio results for two and three dimensions N Schlünzen, S Hermanns, M Bonitz, C Verdozzi
Physical Review B 93 (3), 035107, 2016
72 2016 Nonequilibrium Green functions approach to strongly correlated fermions in lattice systems N Schlünzen, M Bonitz
Contributions to Plasma Physics 56 (1), 5-91, 2016
65 2016 Ultrafast dynamics of strongly correlated fermions—nonequilibrium Green functions and selfenergy approximations N Schlünzen, S Hermanns, M Scharnke, M Bonitz
Journal of Physics: Condensed Matter 32 (10), 103001, 2019
64 2019 G1-G2 scheme: Dramatic acceleration of nonequilibrium Green functions simulations within the Hartree-Fock generalized Kadanoff-Baym ansatz JP Joost, N Schlünzen, M Bonitz
Physical Review B 101 (24), 245101, 2020
53 2020 Stopping dynamics of ions passing through correlated honeycomb clusters K Balzer, N Schlünzen, M Bonitz
Physical Review B 94 (24), 245118, 2016
48 2016 Doublon formation by ions impacting a strongly correlated finite lattice system K Balzer, MR Rasmussen, N Schlünzen, JP Joost, M Bonitz
Physical Review Letters 121 (26), 267602, 2018
31 2018 Time‐dependent simulation of ion stopping: Charge transfer and electronic excitations N Schlünzen, K Balzer, M Bonitz, L Deuchler, E Pehlke
Contributions to Plasma Physics 59 (6), e201800184, 2019
26 2019 Ion Impact Induced Ultrafast Electron Dynamics in Finite Graphene‐Type Hubbard Clusters M Bonitz, K Balzer, N Schlünzen, MR Rasmussen, JP Joost
physica status solidi (b) 256 (7), 1800490, 2019
24 2019 Dynamically screened ladder approximation: Simultaneous treatment of strong electronic correlations and dynamical screening out of equilibrium JP Joost, N Schlünzen, H Ohldag, M Bonitz, F Lackner, I Březinová
Physical Review B 105 (16), 165155, 2022
21 2022 Femtosecond electron dynamics in graphene nanoribbons–a nonequilibrium Green functions approach within an extended Hubbard model JP Joost, N Schlünzen, M Bonitz
physica status solidi (b) 256 (7), 1800498, 2019
21 2019 Ion-Induced Surface Charge Dynamics in Freestanding Monolayers of Graphene and A Niggas, J Schwestka, K Balzer, D Weichselbaum, N Schlünzen, ...
Physical Review Letters 129 (8), 086802, 2022
16 2022 Time‐reversal invariance of quantum kinetic equations II: Density operator formalism M Bonitz, M Scharnke, N Schlünzen
Contributions to Plasma Physics 58 (10), 1036-1046, 2018
14 2018 Imaginary-time correlation function thermometry: A new, high-accuracy and model-free temperature analysis technique for x-ray Thomson scattering data T Dornheim, MP Böhme, DA Chapman, D Kraus, TR Preston, ...
Physics of Plasmas 30 (4), 2023
13 2023 Toward a nonequilibrium Green functions approach to diffusion in strongly coupled finite quantum systems M Bonitz, N Schlünzen, S Hermanns
Contributions to Plasma Physics 55 (2‐3), 152-158, 2015
13 2015 Time reversal invariance of quantum kinetic equations: Nonequilibrium Green functions formalism M Scharnke, N Schlünzen, M Bonitz
Journal of Mathematical Physics 58 (6), 2017
12 2017 Comment on “On the unphysical solutions of the Kadanoff-Baym equations in linear response: Correlation-induced homogeneous density-distribution and attractors” N Schlünzen, JP Joost, M Bonitz
Physical Review B 96 (11), 117101, 2017
11 2017 Löwdin's symmetry dilemma within Green functions theory for the one‐dimensional Hubbard model JP Joost, N Schlünzen, S Hese, M Bonitz, C Verdozzi, P Schmitteckert, ...
Contributions to Plasma Physics 62 (2), e202000220, 2022
9 2022 
Michael BonitzProfessor for Theoretical Physics, Kiel UniversityBestätigte E-Mail-Adresse bei physik.uni-kiel.de
