个人简历
Education Ph.D. 2004-2009 Physics University of California at Berkeley B.S. 2000-2004 Physics Peking University Professional Appointments 2009-2012 Postdoctoral Fellow (Pappalardo Fellow) Department of Physics, Massachusetts Institute of Technology 2013-present Associate Professor ICQM, School of Physics, Peking University
研究领域
Strongly correlated systems: frustrated quantum magnetism, spin liquids.High temperature superconductivity: iron-based superconductors.Correlated materials with strong spin-orbit coupling: iridates.
近期论文
1. Fa Wang, Steven A. Kivelson, Dung-Hai Lee, “Nematicity and Quantum Paramagnetism in FeSe”, Nature Physics11, 959 (2015). 2. Fa Wang, Dung-Hai Lee, “The Topological Relation Between Bulk Gap Nodes and Surface Bound States : Application to Iron-based Superconductors”, Phys. Rev. B 86, 094512 (2011). 3. Fa Wang, Ying Ran, “Nearly flat band with Chern number C=2 on the dice lattice”, Phys. Rev. B 84, 241103 (2011). 4. Fa Wang, T. Senthil, “Twisted Hubbard Model for Sr2IrO4: Magnetism and Possible High Temperature Superconductivity”, Phys. Rev. Lett. 106, 136402 (2011). 5. Fa Wang, Dung-Hai Lee, “The Electron-Pairing Mechanism of Ir on-Based Superconductors”, Science 332, 200 (2011). 6. Fa Wang, “Schwinger boson mean field theories of spin liquid states on a honeycomb lattice: Projective symmetry group analysis and critical field theory”, Phys. Rev. B 82, 024419 (2010). 7. Hui Zhai, Fa Wang, Dung-Hai Lee, “Antiferromagnetically driven electronic correlations in iron pnictides and cuprates”, Phys. Rev. B 80, 064517 (2009). 8. Fa Wang, Hui Zhai, Ying Ran, Ashvin Vishwanath, Dung-Hai Lee, “Functional Renormalization-Group Study of the Pairing Symmetry and Pairing Mechanism of the FeAs-Based High-Temperature Superconductor”, Phys. Rev. Lett.102, 047005 (2009). 9. Fa Wang, Frank Pollmann, Ashvin Vishwanath, “Extended Supersolid Phase of Frustrated Hard-Core Bosons on a Triangular Lattice”, Phys. Rev. Lett. 102, 017203 (2009). 10. Fa Wang, Ashvin, Vishwanath, “Spin-liquid states on the triangular and kagome lattices: A projective-symmetry-group analysis of Schwinger boson states”, Phys. Rev. B 74, 174423 (2006).
