Field Theories of Condensed Matter Physics

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Nodal-link semimetals (2017, background): “They play special roles in quantum spin systems [95,97], topological Hopf insulators [98–103], liquid-crystal solitons [104], quench dynamics of Chern insulators [105], and minimal models for topologically trivial superconductor-based Majorana zero modes [106].”
Gapless Symmetry-Protected Topological Order (2017, background): “[106] Eduardo Fradkin, Field theories of condensed matter”
Simulating lattice gauge theories within quantum technologies (2019, background): “al interactions of matter at high energies [9] { the standard model of particle physics { to the low-energy behaviour of some materials with normal and/or topological order in condensed matter physics[10, 11]. Moreover, recently it has been shown that most of the hard problems in computer science ca”
Tensor Networks for Lattice Gauge Theories and Atomic Quantum Simulation (2013, background): “Furthermore, in condensed matter physics, they emerge as the lowenergy description of some strongly correlated quantum systems [3].”
Comments on abelian Higgs models and persistent order (2017, background): “lectric charge carries the SU(N) fundamental representation (perhaps tensor some PSU(N) reps). This observation is equivalent to the anomaly (40) and can be made in the lattice model of the RVB state [10] (N= 2). Indeed, a charge for the emergent gauge eld (equivalent to our a) is an unpaired fermio”