The Chern-Simons Fermi Liquid Description of Fractional Quantum Hall States
arXiv:cond-mat/9812186 · doi:10.1142/9789812815989_0002
Abstract
The composite fermion picture has had a remarkable number of recent successes both in the description of the fractional quantized Hall states and in the description on the even denominator Fermi liquid like states. In this review we give an introductory account of the Chern-Simons fermion theory, focusing on the description of the even denominator states as unusual Fermi liquids. Contents include: 1. Introduction 2. Introduction to Chern-Simons Fermions 3. RPA 4. Landau Fermi Liquid Theory and MRPA 5. Magnetization and M2RPA 6. Perturbative Approaches and Trouble in the Infrared 7. Wavefunction Picture of Composite Fermions and Dipole Approach 8. Selected Experiments 9. Last Words
arXiv comment104 pages, Chapter in "Composite Fermions", ed. O. Heinonen, World Scientific
Cited by in corpus (9)
- Breakdown of hydrodynamics below four dimensions in a fracton fluid
- Abelian-Higgs and Vortices from ABJM: towards a string realization of AdS/CMT
- Mirror symmetry and the half-filled Landau level
- Particle-vortex symmetric liquid
- Lowest Landau level theory of the bosonic Jain states
- Duality Web on a 3D Euclidean Lattice and Manifestation of Hidden Symmetries
- Pfaffian paired states for half-integer fractional quantum Hall effect
- Effect of magnetization on the tunneling anomaly in compressible quantum Hall states
- Electromagnetic response of composite Dirac fermions in the half-filled Landau level