多体系统的计算和量子模拟理论

负责人
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
研究人员

相关新闻

相关论文

  • Lv, J. -P., Chen, G., Deng, Y. & Meng, Z. Coulomb Liquid Phases of Bosonic Cluster Mott Insulators on a Pyrochlore Lattice. Physical Review Letters 115, 037202 (2015).
  • Deng, Y., Kozik, E., ev, N. & Svistunov, B. Emergent BCS regime of the two-dimensional fermionic Hubbard model: Ground-state phase diagram. EPL (Europhysics Letters) 110, 57001 (2015).
  • Kun, C. & Deng, Y. Higgs mode near superfluid-to-Mott-insulatortransition studied by the quantum Monte Carlo method. Acta Physica Sinica 64, 0180201 (2015).
  • Zhou, Z., Xu, X., Garoni, T. & Deng, Y. Leaf-excluded percolation in two and three dimensions. Physical Review E 91, 022140 (2015).
  • Liu, L., Chen, K., Deng, Y., Endres, M., Pollet, L. & ev, N. Massive Goldstone (Higgs) mode in two-dimensional ultracold atomic lattice systems. Physical Review B 92, 174521 (2015).
  • Liu, X. -W., Deng, Y. & Jacobsen, J. Recursive percolation. Physical Review E 92, 010103 (2015).
  • Ji, S. -C., Zhang, L., Xu, X. -T., Wu, Z., Deng, Y., Chen, S. & Pan, J. -W. Softening of Roton and Phonon Modes in a Bose-Einstein Condensate with Spin-Orbit Coupling. Physical Review Letters 114, 105301 (2015).
  • LeBlanc, J., Antipov, A., Becca, F., Bulik, I., Chan, G., Chung, C. -M., Deng, Y., Ferrero, M., Henderson, T., enez-Hoyos, C., Kozik, E., Liu, X. -W., Millis, A., ev, N., Qin, M., Scuseria, G., Shi, H., Svistunov, B., Tocchio, L., Tupitsyn, I., White, S., Zhang, S., Zheng, B. -X., Zhu, Z. & Gull, E. Solutions of the Two-Dimensional Hubbard Model: Benchmarks and Results from a Wide Range of Numerical Algorithms. Physical Review X 5, 041041 (2015).
  • Hu, H. & Deng, Y. Universal critical wrapping probabilities in the canonical ensemble. Nuclear Physics B 898, 157-172 (2015).
  • Ji, S. -C., Zhang, J. -Y., Zhang, L., Du, Z. -D., Zheng, W., Deng, Y., Zhai, H., Chen, S. & Pan, J. -W. Experimental determination of the finite-temperature phase diagram of a spin-orbit coupled Bose gas. Nature Physics 10, 314-320 (2014).