Classical literature

Posted by Maggie on May 9, 2024

Classical literature

Quantum optics

  • Wigner flow on the sphere
  • Strongly correlated quantum walks with a 12-qubit superconducting processor
  • Quantum Hall effect

    Fractional quantum hall

  • Fractional Quantum Hall States of Bosons
  • The Chern Simons Laudau Ginzburg theory of Fractional quantum hall effect -Shou Cheng Zhang (1992)
  • Four dimensional quantum hall

  • Exact Microscopic Wave Function for a Topological Quantum Membrane--Schou Cheng Zhang
  • Ergodic Edge Modes in the 4D Quantum Hall Effect
  • Quantum hall on the sphere

  • Spherical Harmonics and Monopole Harmonics--M.K.Fung
  • Noncommutative geometry on Quantum hall effects

  • Noncommutative geometry, extended $W_{\infty}$ algebra, and Grassmannian solitons in multicomponent quantum Hall systems --Hesebe
  • Noncommutative Chern-Simons theory and exotic geometry emerging from the lowest Landau level--Yue Yu
  • Superfluid

  • A theoritical description of new phase $^3He$ ---Legget
  • Quantum field theory

    Conformal theory

  • Operator content of two-dimensional conformally invariant theories--John Cardy,1986
  • Conformal Invariance, the Central Charge, and Universal Finite-Size Amplitudes at Critieality--John Cardy,1986
  • Noncommutative field theory

  • Noncommutative field theory--Michael Douglas
  • Fermi surface topology

  • Quantized Nonlinear Conductance in Ballistic Metals--Charles Kane
  • Euler-Chern correspondence via topological superconductivity--Fan yang
  • Topological physics

    Topological classification

  • Classification of topological insulators and superconductors in three spatial dimensions--Andreas W. W. Ludwig
  • Periodic table for topological insulators and superconductors--Kitaev
  • Topological insulators and superconductors: tenfold way and dimensional hierarchy--Shinsei Ryu
  • Classification of topological quantum matter with symmetries--Shinsei Ryu
  • Topological invariant

  • Theory of quantised Hall conductivity in two dimensions--Streda(1982)
  • Simplified Topological Invariants for Interacting Insulators--Zhong Wang
  • Monopole

  • Dirac monopole from $S^3$ to $S^2$ -- Ryder