研究方向
我们致力于发展和应用高效数值方法和超冷原子量子模拟,探索多体系统的呈现宏观性质,特别是相变和临界现象。研究内容主要包括:
- 蒙特卡洛方法
- 相变和临界现象
- 量子模拟理论
相关论文
- Phase transitions in XY antiferromagnets on plane triangulations. Physical Review B 87, 024108 (2013).
- Scattering and effective interactions of ultracold atoms with spin-orbit coupling. Physical Review A 87, 053626 (2013).
- Sequential Path Entanglement for Quantum Metrology. Scientific Reports 3, 1779 (2013).
- Stability of excited dressed states with spin-orbit coupling. Physical Review A 87, 011601 (2013).
- The Hintermann–Merlini–Baxter–Wu and the infinite-coupling-limit Ashkin–Teller models. Nuclear Physics B 868, 492-538 (2013).
- Two-dimensional Potts antiferromagnets with a phase transition at arbitrarily large. Physical Review E 87, 012136 (2013).
- Universal Properties of the Higgs Resonance in (2+1)-Dimensional U(1) Critical Systems. Physical Review Letters 110, 170403 (2013).
- Collective Dipole Oscillations of a Spin-Orbit Coupled Bose-Einstein Condensate. Physical Review Letters 109, 115301 (2012).
- Computational study of a multistep height model. Physical Review E 85, 061104 (2012).
- Crossover from isotropic to directed percolation. Physical Review E 86, 021102 (2012).