Quantum condensed matter theory, electronic systems with strong interaction Frustrated magnets, high-Tc superconductors. Topological aspects of condensed matter system such as topological defects and topological band insulators.
摘要陆, 应了, Masaki Oshikawa, Filling-enforced constraint on the quantized Hall conductivity on a periodic lattice, \textit{Annals of 物理}, Annals of 物理, 卷413, 168060 (2020)\\ http://doi.org/10.1016/j.aop.2019.168060
加文·B. Osterhoudt, Laura K. Diebel, 许阳, John Stanco, Xiangwei Huang, Bing Shen, Ni Ni, Philip Moll, 应了, Kenneth S. 伯奇, Colossal mid-infrared bulk photovoltaic effect in a type-I Weyl semimetal, \textit{Nature Materials}, \ textbf {18}, 471 (2019)
Shenghan江, 应了, Anyon condensation and a generic tensor-network construction for symmetry protected topological phases. arXiv: 1611.07652 \ textit {phy. 牧师. B} \textbf{95}, 125107 (2017)
Ching-Kit Chan, Patrick A. 李,肯尼斯. 伯奇, 韩仲勋, 应了, When chiral photons meet chiral fermions - Photoinduced anomalous Hall effects in Weyl semimetals. arXiv: 1509.05400 (2015), \ textit {phy. 牧师. 列托语.} \textbf{116}, 026805 (2016)
Shenghan江, 应了, Symmetric tensor networks and practical simulation algorithms to sharply identify classes of quantum phases distinguishable by short-range physics. arXiv: 1505.03171, \ textit {phy. 牧师. B} \textbf{92}, 104414 (2015)
Shenghan江, Andrej Mesaros, 应了, Generalized modular transformations in 3+1D topologically ordered phases and triple linking invariant of loop braiding. arXiv: 1404.1062 \ textit {phy. 牧师. X} \textbf{4}, 031048 (2014)
Andrej Mesaros, Yong-Baek金, 应了, Changing topology by topological defects in three-dimensional topologically ordered phases. arXiv: 1305.0214, \ textit {phy. 牧师. B} \textbf{88}, 035141 (2013)
Andrej Mesaros, 应了, A classification of symmetry enriched topological phases with exactly solvable models. arXiv: 1212.0835, \ textit {phy. 牧师. B} \textbf{87}, 155115 (2013)
Di肖, 吴文光家朱, 应了, 日本首相Nagaosa, Satoshi Okamoto, Interface engineering of quantum Hall effects in digital heterostructures of transition-metal oxides. arXiv: 1106.4296, \textit{Nature 沟通s} \textbf{2}, Article number: 596 doi:10.1038/ncomms1602 (2011)
Kai-Yu杨, 摘要陆, 应了, Quantum Hall effects in a Weyl Semi-Metal: possible application in pyrochlore Iridates. arXiv: 1105.2353, \ textit {phy. 牧师. B} \textbf{84}, 075129 (2011)
摘要陆, 应了, Z2 spin liquid and chiral antiferromagnetic phase in the Hubbard model on a honeycomb lattice
\ textit {phy. 牧师. B} \textbf{84}, 024420 (2011)
“Topological Insulators in Three Dimensions from Spontaneous Symmetry Breaking,” Y. 张,Y. Ran和A. Vishwanath, arXiv:0904.0690, 理论物理. 牧师. B79, 245331 (2009).
“Helical Metal Inside a Topological Band Insulator,” Y. 跑,Y. 张和A. Vishwanath, arXiv:0810.5121, 自然物理.5, 289 (2009).
“A Funtional Renormalization Group Study of the Pairing Symmetry and Pairing Mechanism of the FeAs Based High Temperature Superconductors,” F. 王,H. 翟,Y. 跑,. Vishwanath, and D.-H. Lee, arXiv:0807.0498, 理论物理. 牧师. 列托语.102, 047005 (2009).
“A Direct Transition Between a Neel Ordered Mott Insulator and a dx2-y2 Superconductor on the Square Lattice,” Y. 跑,. Vishwanath, and D.-H. Lee, arXiv:0806.2321.
“Nodal Spin Density Wave and Band Topology of the FeAs Based Materials,” Y. 跑,F. 王,H. 翟,一个. Vishwanath, and D.-H. Lee, arXiv:0805.3535, 理论物理. 牧师. B79, 014505 (2009).
“Topological Surface States in Three-Dimensional Magnetic Insulators,” J. E. 摩尔,Y. Ran和X.-G. Wen, arXiv:0804.4527, 理论物理. 牧师. 列托语.101, 186805 (2008).
“Properties of an Algebraic Spin Liquid on the Kagome Lattice,” M. Hermele Y. 跑,P. A. 李和X.-G. Wen, arXiv:0803.1150, 理论物理. 牧师. B77, 224413 (2008).
“Spin-Charge Separated Solitons in a Topological Band Insulator,” Y. 跑,. Vishwanath, and D.-H. Lee, arXiv:0801.0627, 理论物理. 牧师. 列托语.101, 086801 (2008).
“Spontaneous Spin Ordering of Dirac Spin Liquid in a Magnetic Field,” Y. 跑,W.-H. Ko, P. A. 李和X.-G. Wen,” arXiv:0710.4574, 理论物理. 牧师. 列托语.102, 047205 (2009).
“Projected Wavefunction Study of Spin-1/2 Heisenberg Model on Kagome Lattice,” Y. 跑,M. Hermele P. A. 李和X.-G. Wen, arXiv:cond-mat/0611414, 理论物理. 牧师. 列托语.98, 117205 (2007).
“Detecting Topological Order Through a Continuous Quantum Phase Transition,” Y. Ran和X.-G. Wen, arXiv:cond-mat/0509155, 理论物理. 牧师. 列托语.96, 026802 (2006).