Johannes Motruk
Johannes Motruk
Verified email at unige.ch
Title
Cited by
Cited by
Year
Interaction-driven phases in the half-filled honeycomb lattice: An infinite density matrix renormalization group study
J Motruk, AG Grushin, F De Juan, F Pollmann
Physical Review B 92 (8), 085147, 2015
742015
Chiral spin liquid phase of the triangular lattice Hubbard model: a density matrix renormalization group study
A Szasz, J Motruk, MP Zaletel, JE Moore
Physical Review X 10 (2), 021042, 2020
64*2020
Density matrix renormalization group on a cylinder in mixed real and momentum space
J Motruk, MP Zaletel, RSK Mong, F Pollmann
Physical Review B 93 (15), 155139, 2016
592016
Characterization and stability of a fermionic ν= 1/3 fractional Chern insulator
AG Grushin, J Motruk, MP Zaletel, F Pollmann
Physical Review B 91 (3), 035136, 2015
592015
Topological phases in gapped edges of fractionalized systems
J Motruk, E Berg, AM Turner, F Pollmann
Physical Review B 88 (8), 085115, 2013
522013
Phase transitions and adiabatic preparation of a fractional Chern insulator in a boson cold-atom model
J Motruk, F Pollmann
Physical Review B 96 (16), 165107, 2017
342017
Bose–Hubbard model on two-dimensional line graphs
J Motruk, A Mielke
Journal of Physics A: Mathematical and Theoretical 45 (22), 225206, 2012
122012
Charge excitation dynamics in bosonic fractional Chern insulators
XY Dong, AG Grushin, J Motruk, F Pollmann
Physical review letters 121 (8), 086401, 2018
102018
Detecting fractional Chern insulators in optical lattices through quantized displacement
J Motruk, I Na
Physical Review Letters 125 (23), 236401, 2020
72020
Critical properties of the ground-state localization-delocalization transition in the many-particle Aubry-André model
T Cookmeyer, J Motruk, JE Moore
Physical Review B 101 (17), 174203, 2020
72020
Phase diagram of the anisotropic triangular lattice Hubbard model
A Szasz, J Motruk
Physical Review B 103 (23), 235132, 2021
32021
Performance of the rigorous renormalization group for first-order phase transitions and topological phases
M Block, J Motruk, S Gazit, MP Zaletel, Z Landau, U Vazirani, NY Yao
Physical Review B 103 (19), 195122, 2021
12021
Four-spin terms and the origin of the chiral spin liquid in Mott insulators on the triangular lattice
T Cookmeyer, J Motruk, JE Moore
arXiv preprint arXiv:2103.07438, 2021
12021
Characterization of topological phases in models of interacting fermions
J Motruk
2016
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