Erratum: Brillouin-Wigner theory for high-frequency expansion in periodically driven systems: Application to Floquet topological insulators [Phys. Rev. B 93,144307 (2016)]

Mikami Takahiro; Kitamura Sota; Yasuda Kenji; Tsuji Naoto; Oka Takashi; Aoki Hideo

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Erratum: Brillouin-Wigner theory for high-frequency expansion in periodically driven systems: Application to Floquet topological insulators [Phys. Rev. B 93,144307 (2016)]

机译：勘误表：布里渊-维格纳理论，用于周期性驱动系统中的高频膨胀：在Floquet拓扑绝缘子上的应用[Phys。 B版93,144307（2016）

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《Physical review. B, Condensed Matter And Materals Physics》 |2019年第1期|019902.1-019902.1|共1页
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Mikami Takahiro; Kitamura Sota; Yasuda Kenji; Tsuji Naoto; Oka Takashi; Aoki Hideo;
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1. Erratum: Brillouin-Wigner theory for high-frequency expansion in periodically driven systems: Application to Floquet topological insulators [Phys. Rev. B 93,144307 (2016)] [J] . Mikami Takahiro, Kitamura Sota, Yasuda Kenji, Physical review. B, Condensed Matter And Materals Physics . 2019,第1期

机译：错误：在定期驱动系统中，布里渊 - Wigner理论用于高频扩展：浮动拓扑绝缘体的应用[物理。 Rev. B 93,144307（2016）]
2. Brillouin-Wigner theory for high-frequency expansion in periodically driven systems: Application to Floquet topological insulators (vol 93, 144307, 2016) [J] . Physical review, B . 2019,第1期

机译：Prillouin-Wigner在定期驱动系统中的高频膨胀理论：浮动拓扑绝缘体的应用（Vol 93,14307,2016）
3. Brillouin-Wigner theory for high-frequency expansion in periodically driven systems: Application to Floquet topological insulators [J] . Takahiro Mikami, Sota Kitamura, Kenji Yasuda, Physical Review. B, Condensed Matter . 2016,第14期

机译：Brillouin-Wigner理论用于周期性驱动系统中的高频扩展：在Floquet拓扑绝缘子中的应用
4. Coupled Microring Resonator Lattices as Periodically-Driven Floquet Topological Insulators [C] . Shirin Afzal, Vien Van Conference on Lasers and Electro-Optics . 2018

机译：耦合微管谐振器格子作为周期性驱动的浮子拓扑绝缘体
5. Floquet theory and continued fractions for harmonically driven systems. [D] . Martinez Mantilla, Dario Fernando. 2003

机译：谐波驱动系统的浮球理论和连续分数。
6. Floquet Topological Superfluid and Majorana Zero Modes in Two-Dimensional Periodically Driven Fermi Systems [O] . Xiaosen Yang, Beibing Huang, Zhengling Wang -1

机译：二维周期驱动费米系统中的浮球拓扑超流体和Majorana零模式
7. Brillouin-Wigner theory for high-frequency expansion in periodically driven systems: Application to Floquet topological insulators [O] . Mikami, T., Kitamura, S., Yasuda, K., 2016

机译：Brillouin-Wigner理论用于周期驱动系统中的高频扩展：应用于Floquet拓扑绝缘体

Erratum: Brillouin-Wigner theory for high-frequency expansion in periodically driven systems: Application to Floquet topological insulators [Phys. Rev. B 93,144307 (2016)]

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