Fermi-liquid regime of the mesoscopic Kondo problem
arXiv:1210.4349 · doi:10.1140/epjb/e2013-40418-3
Abstract
We consider the low temperature regime of the mesoscopic Kondo problem, and in particular the relevance of a Fermi-liquid description of this regime. Using two complementary approaches -- a mean field slave fermion approximation on the one hand and a Fermi-liquid description "à la Nozières" supplemented by an argument of separation of scale on the other hand -- we show that they both lead to (essentially) the same quasi-particle spectra, providing in this way a strong indication that they both give the correct physics of this regime.
References in corpus (21)
- The numerical renormalization group method for quantum impurity systems
- Quantum Effects in Coulomb Blockade
- Detecting the Kondo screening cloud around a quantum dot
- Detecting the Kondo screening cloud in conductance measurements on quantum dots
- Kondo screening cloud effects in mesoscopic devices
- Kondo impurities in nanoscopic systems: new confinement-induced regimes
- Many-Body Physics and Quantum Chaos
- Transport through quantum dots in mesoscopic circuits
- Spectroscopy of the Kondo Problem in a Box
- Disorder-quenched Kondo effect in mesosocopic electronic systems
- Kondo screening cloud and the charge staircase in one-dimensional mesoscopic devices
- Transport Spectroscopy of a Kondo quantum dot coupled to a finite size grain
- Mesoscopic Kondo Problem
- Spectral densities of Kondo impurities in nanoscopic systems
- Cluster Algorithms for Quantum Impurity Models and Mesoscopic Kondo Physics
- Ground State and Excitations of Quantum Dots with "Magnetic Impurities"
- The Mesoscopic Kondo Box: A Mean-Field Approach
- Mesoscopic Anderson Box: Connecting Weak to Strong Coupling
- Interacting Quantum Dot Coupled to a Kondo Spin: A Universal Hamiltonian Study
- From Weak- to Strong-Coupling Mesoscopic Fermi Liquids
- The strong-coupling limit of a Kondo spin coupled to a mesoscopic quantum dot: effective Hamiltonian in the presence of exchange correlations