Knap, Michael;Arrigoni, Enrico;von der Linden, Wolfgang;Cole, Jared H.
Emission characteristics of laser-driven dissipative coupled-cavity systems
Physical Review A 2011-02
2011
83
2

Knap, Michael;Arrigoni, Enrico;von der Linden, Wolfgang
Variational cluster approach for strongly correlated lattice bosons in the superfluid phase
Physical Review B 2011-04
2011
83
13

Arrigoni, Enrico;Knap, Michael;von der Linden, Wolfgang
Extended self-energy functional approach for strongly correlated lattice bosons in the superfluid phase
Physical Review B 2011-07
2011
84
1

Knap, Michael;Arrigoni, Enrico;von der Linden, Wolfgang
Polaritonic properties of the Jaynes–Cummings lattice model in two dimensions
Computer Physics Communications 2011-09
2011
182
9
2036-2040

Knap, Michael;von der Linden, Wolfgang;Arrigoni, Enrico
Nonequilibrium steady state for strongly correlated many-body systems: Variational cluster approach
Physical Review B 2011-09
2011
84
11

Ejima, Satoshi;Fehske, Holger;Gebhard, Florian;zu Münster, Kevin;Knap, Michael;Arrigoni, Enrico;von der Linden, Wolfgang
Characterization of Mott-insulating and superfluid phases in the one-dimensional Bose-Hubbard model
Physical Review A 2012-05
2012
85
5

Knap, Michael;Berg, Erez;Ganahl, Martin;Demler, Eugene
Clustered Wigner-crystal phases of cold polar molecules in arrays of one-dimensional tubes
Physical Review B 2012-08
2012
86
6

Nuss, Martin;Heil, Christoph;Ganahl, Martin;Knap, Michael;Evertz, Hans Gerd;Arrigoni, Enrico;von der Linden, Wolfgang
Steady-state spectra, current, and stability diagram of a quantum dot: A nonequilibrium variational cluster approach
Physical Review B 2012-12
2012
86
24

Knap, Michael;Shashi, Aditya;Nishida, Yusuke;Imambekov, Adilet;Abanin, Dmitry A.;Demler, Eugene
Time-Dependent Impurity in Ultracold Fermions: Orthogonality Catastrophe and Beyond
Physical Review X 2012-12
2012
2
4

Freericks, J. K.;Turkowski, V.;Krishnamurthy, H. R.;Knap, M.
Spectral moment sum rules for the retarded Green's function and self-energy of the inhomogeneous Bose-Hubbard model in equilibrium and nonequilibrium
Physical Review A 2013-01
2013
87
1