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陈斌斌 ( 副教授 ) 赞
的个人主页 http://shi.buaa.edu.cn/chenbinbin/zh_CN/index.htm
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[1] Bin-Bin Chen,Xu Zhang,Yuxuan Wang*,Kai Sun*,Zi Yang Meng*.Phases of (2+1)D SO(5) non-linear sigma model with a topological term on a sphere: multicritical point and disorder phase:Phys. Rev. Lett.,2024,132(24):246503
[2] Bin-Bin Chen,Yuan Da Liao,Ziyu Chen,Oskar Vafek,Jian Kang*,Wei Li*,Zi Yang Meng*.Realization of Topological Mott Insulator in a Twisted Bilayer Graphene Lattice Model:Nature Communications,2021,12(1):5480
[3] Bin-Bin Chen,Lei Chen,Ziyu Chen,Wei Li*,Andreas Weichselbaum*.Exponential Thermal Tensor Network Approach for Quantum Lattice Models:Phys. Rev. X,2018,8(3):031082
[4] Qiaoyi Li,Yuan Gao,Yuan-Yao He,Yang Qi*,Bin-Bin Chen*,Wei Li*.Tangent Space Approach for Thermal Tensor Network Simulations of the 2D Hubbard Model:Phys. Rev. Lett.,2023,130(22):226502
[5] Xiyue Lin#,Bin-Bin Chen#*,Wei Li,Zi Yang Meng*,Tao Shi*.Exciton Proliferation and Fate of the Topological Mott Insulator in a Twisted Bilayer Graphene Lattice Model:Phys. Rev. Lett.,2022,128(15):157201
[6] Bin-Bin Chen,Xu Zhang,Zi Yang Meng*.Emergent conformal symmetry at the multicritical point of (2+1)⁢D SO(5) model with Wess-Zumino-Witten term on a sphere:Phys. Rev. B,2024,110(12):125153
[7] Bin-Bin Chen,Hong-Hao Tu,Zi Yang Meng*,Meng Cheng*.Topological Disorder Parameter: A many-body invariant to characterize gapped quantum phases:Phys. Rev. B,2022,106(9):094415
[8] Bin-Bin Chen,Ziyu Chen,Shou-Shu Gong*,D. N. Sheng,Wei Li*,Andreas Weichselbaum*.Quantum Spin Liquid with Emergent Chiral Order in the Triangular-lattice Hubbard Model:Phys. Rev. B,2021,106(9):094420
[9] Bin-Bin Chen,Chuang Chen,Ziyu Chen,Jian Cui,Yueyang Zhai,Andreas Weichselbaum*,Jan von Delft,Zi Yang Meng*,Wei Li*.Quantum Many-Body Simulations of the 2D Fermi- Hubbard Model in Ultracold Optical Lattices:Phys. Rev. B,2021,103(4):L041107
[10] Bin-Bin Chen,Yuan Gao,Yi-Bin Guo,Yuzhi Liu,Hui-Hai Zhao,Hai-Jun Liao,Lei Wang,Tao Xiang,Wei Li*,Z.Y. Xie*.Automatic Differentiation for Second Renormalization of Tensor Networks:Phys. Rev. B,2020,101(22):220409

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