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兰州大学机构库

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Majorana tunneling in a non-Hermitian double-quantum-dot structure 期刊论文
PHYSICA B-CONDENSED MATTER, 2023, 卷号: 663
Authors:  Niu, Peng-Bin;  Zhang, Yang;  Wang, Qiang;  Luo, HG(罗洪刚)
Favorite  |    Submit date：2023/07/18
Merging  Nanocrystals  Platinum compounds  Quantum chemistry  Double quantum dots  Hermitians  Majorana  Majoranum fermion  Non-hermitian  Pt symmetries  Quantum dot  Quantum dot structure  Quantum transport  Symmetric complexes  
Floquet topological properties in the non-Hermitian long-range system with complex hopping amplitudes 期刊论文
JOURNAL OF PHYSICS-CONDENSED MATTER, 2022, 卷号: 34, 期号: 43
Authors:  Guo, Gang-Feng;  Wang, Yan;  Bao, Xi-Xi;  Tan, L(谭磊)
Favorite  |    Submit date：2022/11/08
Phase diagrams  Winding  Floquet  Hermitians  Hopping amplitude  Hopping terms  Long range systems  Non-equilibrium phase  Non-hermitian  Topological phase  Topological properties  Winding number  
Floquet topological properties in the non-Hermitian long-range system with complex hopping amplitudes 期刊论文
JOURNAL OF PHYSICS-CONDENSED MATTER, 2022, 卷号: 34, 期号: 43
Authors:  Guo, Gang-Feng;  Wang, Yan;  Bao, Xi-Xi;  Tan, Lei
Favorite  |    Submit date：2023/01/03
Phase diagrams  Winding  Floquet  Hermitians  Hopping amplitude  Hopping terms  Long range systems  Non-equilibrium phase  Non-hermitian  Topological phase  Topological properties  Winding number  
Non-Hermitian Weyl semimetal and its Floquet engineering 期刊论文
PHYSICAL REVIEW B, 2022, 卷号: 105, 期号: 12
Authors:  Wu, Hong;  An, Jun-Hong
Adobe PDF(934Kb)  |  Favorite  |    Submit date：2022/07/01
Bound-states  Boundary state  Composite phase  Fermi arcs  Floquet  Hall conductivity  Hermitians  Hermiticity  Topological insulators  Widely tunable  
Characterizing bulk-boundary correspondence of one-dimensional non-Hermitian interacting systems by edge entanglement entropy 期刊论文
PHYSICAL REVIEW B, 2022, 卷号: 105, 期号: 7
Authors:  Chen, Weitao;  Peng, Liangtao;  Lu, HT(陆汉涛);  Lu, Xiancong
Favorite  |    Submit date：2022/07/01
Entropy  Quantum entanglement  Topology  Critical value  Entanglement entropy  Hermitians  Hopping amplitude  Hubbard interaction  Interacting system  One-dimensional  Scaling behaviours  Topological phase  Topological properties  
Characterizing bulk-boundary correspondence of one-dimensional non-Hermitian interacting systems by edge entanglement entropy 期刊论文
PHYSICAL REVIEW B, 2022, 卷号: 105, 期号: 7
Authors:  Chen, Weitao;  Peng, Liangtao;  Lu, HT(陆汉涛);  Lu, Xiancong
Favorite  |    Submit date：2022/11/08
Quantum entanglement  Entropy  Topology  Critical value  Entanglement entropy  Hermitians  Hopping amplitude  Hubbard interaction  Interacting system  One-dimensional  Scaling behaviours  Topological phase  Topological properties  
Characterizing bulk-boundary correspondence of one-dimensional non-Hermitian interacting systems by edge entanglement entropy 期刊论文
PHYSICAL REVIEW B, 2022, 卷号: 105, 期号: 7
Authors:  Chen, Weitao;  Peng, Liangtao;  Lu, HT(陆汉涛);  Lu, Xiancong
Favorite  |    Submit date：2022/05/12
Entropy  Quantum entanglement  Topology  Critical value  Entanglement entropy  Hermitians  Hopping amplitude  Hubbard interaction  Interacting system  One-dimensional  Scaling behaviours  Topological phase  Topological properties  
Characterizing bulk-boundary correspondence of one-dimensional non-Hermitian interacting systems by edge entanglement entropy 期刊论文
PHYSICAL REVIEW B, 2022, 卷号: 105, 期号: 7
Authors:  Chen, Weitao;  Peng, Liangtao;  Lu, Hantao;  Lu, Xiancong
Favorite  |    Submit date：2023/01/03
Quantum entanglement  Entropy  Topology  Critical value  Entanglement entropy  Hermitians  Hopping amplitude  Hubbard interaction  Interacting system  One-dimensional  Scaling behaviours  Topological phase  Topological properties  
The topological criticality in disordered non-Hermitian system 期刊论文
JOURNAL OF PHYSICS-CONDENSED MATTER, 2021, 卷号: 33, 期号: 18
Authors:  Bao, Xi-Xi;  Guo, Gang-Feng;  Du, Xue-Peng;  Gu, HQ(顾怀强);  Tan, L(谭磊)
Favorite  |    Submit date：2021/12/14
Criticality(nuclearfission)  Hermitians  Intercell  Localizationlength  Similaritytransformation  Topologicalinvariants  Topologicalphase  
The Hermitian interpolation iterative method for computing the generalized inverse 会议论文
Proceeding of 2012 International Conference on Uncertainty Reasoning and Knowledge Engineering, URKE 2012, Jakarta, Indonesia, August 14, 2012 - August 15, 2012
Authors:  Zhang, Guowan;  Zheng, Bing;  Zhang, G. (gw-zhang@hotmail.com)
Favorite  |    Submit date：2017/01/20
Iterative methods  Interpolation  Knowledge engineering  Generalized inverse  Hermitians