Berry phase and quantum criticality in Yang-Baxter systems

Chen JL; Xue K; Ge ML

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Berry phase and quantum criticality in Yang-Baxter systems

机译：Yang-Baxter系统中的Berry相和量子临界性

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Spin interaction Hamiltonians are obtained from the unitary Yang-Baxter R-matrix. Based on which, we study Berry phase and quantum criticality in the Yang-Baxter systems. (C) 2008 Elsevier Inc. All rights reserved.

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《Annals of Physics》 |2008年第10期|共10页
作者
Chen JL; Xue K; Ge ML;
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正文语种 eng
中图分类物理学;
关键词
Berry phase; quantum criticality; Yang-Baxter systems; DELTA-FUNCTION INTERACTION; BODY PROBLEM; S-MATRIX; BAXTERIZATION; ENTANGLEMENT; STATES;

机译：Berry相;量子临界;Yang-Baxter系统;Δ-作用相互作用;主体问题;S-矩阵;BAXTERIZATION;纠缠;状态;

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专利

1. Berry phase and quantum criticality in Yang-Baxter systems [J] . Chen JL, Xue K, Ge ML Annals of Physics . 2008,第10期

机译：Yang-Baxter系统中的Berry相和量子临界性
2. A 9 x 9 Matrix Representation of Birman-Wenzl-Murakami Algebra and Berry Phase in Yang-Baxter System [J] . Gou LD, Xue K, Wang GC Communications in Theoretical Physics . 2011,第2期

机译：Yang-Baxter系统中Birman-Wenzl-Murakami代数和Berry相的9 x 9矩阵表示
3. A 9 × 9 Matrix Representation of Birman-Wenzl-Murakami Algebra and Berry Phase in Yang-Baxter System [J] . GOU Li-Dan, XUE Kang, WANG Gang-Cheng 理论物理通讯（英文版） . 2011,第002期

机译：Yang-Baxter系统中Birman-Wenzl-Murakami代数和Berry相的9×9矩阵表示
4. Quantum shape phase transitions from spherical to deformed for Bose-Fermi systems: the effect of the odd particle around the critical point [C] . M. B?yükata, C. E. Alonso, J. M. Arias, International Nuclear Physics Conference . 2014

机译：来自球形的量子形状相转变为Bose-Fermi系统变形：奇数颗粒在临界点周围的效果
5. Topological Quantization of Berry Phases in Quantum and Classical Systems [D] . Hoeller, Judith. 2020

机译：量子和古典系统中浆果阶段的拓扑量化
6. Phase diagram of quantum critical system via local convertibility of ground state [O] . Si-Yuan Liu, Quan Quan, Jin-Jun Chen, -1

机译：通过基态局部可转换的量子临界系统相图
7. Berry phase and quantum criticality in Yang--Baxter systems [O] . Chen, Jing-Ling, Xue, Kang, Ge, Mo-Lin 2008

机译：杨 - 巴克斯特系统中的Berry相和量子临界性

Berry phase and quantum criticality in Yang-Baxter systems

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