Corpus ID: 237494052

Anyon Condensation: Coherent states, Symmetry Enriched Topological Phases, Goldstone Theorem, and Dynamical Rearrangement of Symmetry

@inproceedings{Hu2021AnyonCC,
  title={Anyon Condensation: Coherent states, Symmetry Enriched Topological Phases, Goldstone Theorem, and Dynamical Rearrangement of Symmetry},
  author={Yuting Hu and Zichang Huang and Ling-Yan Hung and Yidun Wan},
  year={2021}
}
Abstract: Although the mathematics of anyon condensation in topological phases has been studied intensively in recent years, a proof of its physical existence is tantamount to constructing an effective Hamiltonian theory. In this paper, we concretely establish the physical foundation of anyon condensation by building the effective Hamiltonian and the Hilbert space, in which we explicitly construct the vacuum of the condensed phase as the coherent states that are the eigenstates of the creation… Expand

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SHOWING 1-10 OF 30 REFERENCES
∞-Categories for the Working Mathematician
homotopy theory C.1. Lifting properties, weak factorization systems, and Leibniz closure C.1.1. Lemma. Any class of maps characterized by a right lifting property is closed under composition,Expand
Proceedings of the London Mathematical Society
  • Nature
  • 1877
IN the present volume we have about thirty communications made by eighteen writers. Prof. Cayley writes on Three-bar Motion (treating the matter in a different way from that in which it is handled inExpand
Communications in Mathematical Physics 279
  • 845
  • 2008
Journal of High Energy Physics 2020
  • 170
  • 2020
Journal of Algebra 277
  • 256
  • 2004
Physical Review B 100
  • 115147
  • 2019
Journal of High Energy Physics 2017
  • 172
  • 2017
Pacific Journal of Mathematics 290
  • 437
  • 2017
and Z
  • Wang,
  • 2017
Journal of High Energy Physics 1507
  • 120
  • 2015
...
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2
3
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