Hong-Hao Tu (涂鸿浩)
Hong-Hao Tu (涂鸿浩)
Junior Professor for Correlated Electrons and Topology, TU Dresden
Verified email at tu-dresden.de - Homepage
Cited by
Cited by
Projected entangled-pair states can describe chiral topological states
TB Wahl, HH Tu, N Schuch, JI Cirac
Physical review letters 111 (23), 236805, 2013
Majorana edge states in interacting two-chain ladders of fermions
M Cheng, HH Tu
Physical Review B 84 (9), 094503, 2011
Class of exactly solvable S O (n) symmetric spin chains with matrix product ground states
HH Tu, GM Zhang, T Xiang
Physical Review B 78 (9), 094404, 2008
Momentum polarization: An entanglement measure of topological spin and chiral central charge
HH Tu, Y Zhang, XL Qi
Physical Review B 88 (19), 195412, 2013
Chiral projected entangled-pair state with topological order
S Yang, TB Wahl, HH Tu, N Schuch, JI Cirac
Physical review letters 114 (10), 106803, 2015
Lattice Laughlin states of bosons and fermions at filling fractions 1/q
HH Tu, AEB Nielsen, JI Cirac, G Sierra
New Journal of Physics 16 (3), 033025, 2014
Spin-quadrupole ordering of spin-3 2 ultracold fermionic atoms in optical lattices in the one-band Hubbard model
HH Tu, GM Zhang, L Yu
Physical Review B 74 (17), 174404, 2006
Quantum spin models for the SU (n) _1 Wess-Zumino-Witten model
HH Tu, AEB Nielsen, G Sierra
Nuclear Physics B 886, 328, 2014
Topologically distinct classes of valence-bond solid states with their parent Hamiltonians
HH Tu, GM Zhang, T Xiang, ZX Liu, TK Ng
Physical Review B 80 (1), 014401, 2009
Topology and criticality in the resonating Affleck-Kennedy-Lieb-Tasaki loop spin liquid states
W Li, S Yang, M Cheng, ZX Liu, HH Tu
Physical Review B 89 (17), 174411, 2014
String order and hidden topological symmetry in the SO (2n+ 1) symmetric matrix product states
HH Tu, GM Zhang, T Xiang
Journal of Physics A: Mathematical and Theoretical 41 (41), 415201, 2008
Criticality in translation-invariant parafermion chains
W Li, S Yang, HH Tu, M Cheng
Physical Review B 91 (11), 115133, 2015
Projected BCS states and spin Hamiltonians for the SO (n) 1 Wess-Zumino-Witten model
Physical Review B 87 (4), 041103, 2013
Methods for detecting charge fractionalization and winding numbers in an interacting fermionic ladder
L Mazza, M Aidelsburger, HH Tu, N Goldman, M Burrello
New journal of physics 17 (10), 105001, 2015
Symmetries and boundary theories for chiral projected entangled pair states
TB Wahl, ST Haßler, HH Tu, JI Cirac, N Schuch
Physical Review B 90 (11), 115133, 2014
Gutzwiller projected wave functions in the fermionic theory of S= 1 spin chains
ZX Liu, Y Zhou, HH Tu, XG Wen, TK Ng
Physical Review B 85 (19), 195144, 2012
Effective field theory for the SO (n) bilinear-biquadratic spin chain
HH Tu, R Orús
Physical review letters 107 (7), 077204, 2011
Hexagon-singlet solid ansatz for the spin-1 kagome antiferromagnet
W Li, A Weichselbaum, J von Delft, HH Tu
Physical Review B 91 (22), 224414, 2015
Entanglement and SU (n) symmetry in one-dimensional valence-bond solid states
R Orús, HH Tu
Physical Review B 83 (20), 201101, 2011
Infinite matrix product states, boundary conformal field theory, and the open Haldane-Shastry model
HH Tu, G Sierra
Physical Review B 92 (4), 041119, 2015
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