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1. Full Text Topological invariants for superconducting cosmic strings
by Li, Xinfei and Liu, Xin
International journal of modern physics. A, Particles and fields, gravitation, cosmology, ISSN 0217-751X, 09/2018, Volume 33, Issue 27, p. 1850156
Superconducting cosmic strings | topological invariants | Chern-Simons action | knot polynomials | Physical Sciences | Physics, Nuclear | Physics, Particles & Fields | Physics | Science & Technology | Superconductors | Superconductivity | Polynomials | Topology | Strings | Invariants | Dislocations | Knots | Physics - High Energy Physics - Theory
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2. Full Text Quantum anomalous Hall effect and related topological electronic states
by Weng, Hongming and Yu, Rui and Hu, Xiao and Dai, Xi and Fang, Zhong
Advances in physics, ISSN 0001-8732, 05/2015, Volume 64, Issue 3, pp. 227 - 282
quantum anomalous Hall effect | 03.65.Vf Berry's phase | first-principles calculation | 14.80.Hv magnetic monopoles | 73.43-f quantum Hall effect | anomalous Hall effect | topological electronic states | 71.20-b band structure | topological invariants | Chern number and Chern insulators | Physics, Condensed Matter | Physical Sciences | Physics | Science & Technology | Topology | Quantum dots | Symmetry
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3. Full Text Topological Weyl semimetal phases in a time reversal invariant spinless model
by Li, Kangkang and Qin, Shengshan and Fu, Peiyuan
Journal of physics. Condensed matter, ISSN 0953-8984, 5/2020, Volume 32, Issue 32, pp. 325501 - 325501
Weyl semimetal | topological crystalline insulator | bent Chern number | Physics, Condensed Matter | Physical Sciences | Physics | Science & Technology | Index Medicus
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4. Full Text Topological quantum matter with cold atoms
by Zhang, Dan-Wei and Zhu, Yan-Qing and Zhao, Y. X and Yan, Hui and Zhu, Shi-Liang
Advances in physics, ISSN 0001-8732, 10/2018, Volume 67, Issue 4, pp. 253 - 402
03.75.Lm TunnelingJosephson effect | 67.85.-d Ultracold gases | optical lattices | trapped gases | cold atoms | 03.65.Vf Phases: geometric | 73.43.Nq Quantum phase transitions | and topological excitations | Topological matter | 71.10.Fd Lattices Fermi models | Boson-Einstein condensates in periodic potentials | vortices | solitons | Chern number and topological invariants | artificial gauge fields | 03.75.Ss Degenerate Fermi gases | dynamic ortopological | Physics, Condensed Matter | Physical Sciences | Physics | Science & Technology | Gases | Condensed matter physics | Cold | Matter & antimatter
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5. Full Text Tutorial: Computing Topological Invariants in 2D Photonic Crystals
by Blanco de Paz, María and Devescovi, Chiara and Giedke, Geza and Saenz, Juan José and Vergniory, Maia G and Bradlyn, Barry and Bercioux, Dario and García‐Etxarri, Aitzol
Advanced quantum technologies (Online), ISSN 2511-9044, 02/2020, Volume 3, Issue 2, pp. 1900117 - n/a
Wilson loop | Berry phase | Chern number | topological photonics | photonic topological invariants | numerical calculation | valley Chern number
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6. Full Text Two-Dimensional Topological Crystalline Insulator and Topological Phase Transition in TlSe and TlS Monolayers
by Niu, Chengwang and Buhl, Patrick M and Bihlmayer, Gustav and Wortmann, Daniel and Blügel, Stefan and Mokrousov, Yuriy
Nano letters, ISSN 1530-6984, 09/2015, Volume 15, Issue 9, pp. 6071 - 6075
2D topological insulator | mirror Chern number | edge states | 2D topological crystalline insulator | spin Chern number | topological phase transition | Phase transformations | Monolayers | Insulators | Topology | Two dimensional | Invariants | Crystal structure | Symmetry
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7. Full Text Uhlmann number in translational invariant systems
by Leonforte, Luca and Valenti, Davide and Spagnolo, Bernardo and Carollo, Angelo
Scientific reports, ISSN 2045-2322, 12/2019, Volume 9, Issue 1, pp. 9106 - 11
Science & Technology - Other Topics | Multidisciplinary Sciences | Science & Technology | Translation
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