Yunori Nisikawa

Kondo effects in a triangular triple quantum dot: Numerical renormalization group study in the whole region of the electron filling

We study the low-energy properties of a triangular triple quantum dot connected to two noninteracting leads in a wide parameter range, using the numerical renormalization group (NRG). Various kinds of Kondo effects take place in this system depending on the electron filling

Numerical renormalization group approach to a quartet quantum-dot array connected to reservoirs : Gate-voltage dependence of the conductance

{N}_{\text{tot}}

Possible Pairing Symmetry of Superconductor NaxCoO2·yH2O

, or the level position

Kondo screening of a high-spin Nagaoka state in a triangular quantum dot

{ϵ}_{d}

Determination of the Phase Shifts for Interacting Electrons Connected to Reservoirs

of the triple dot. The SU(4) Kondo behavior is seen in the half-filled case

Theory of Superconductivity in CeMIn5 (M=Co, Rh, Ir) on the Basis of the Three Dimensional Periodic Anderson Model

{N}_{\text{tot}}\ensuremath{\simeq}3.0

Resonant Inelastic X-Ray Scattering at the K Edge of Ge

at the dip of the series conductance, and it causes a charge redistribution between the even and odd orbitals in the triangle. We show generally that the quasiparticle excitations from a local Fermi-liquid ground state acquire a channel symmetry at zero points of the two-terminal conductance, in the case the system has time-reversal and inversion symmetries. It causes the SU(4) behavior at low energies, while the orbital degeneracy in the triangle determines the high-energy behavior. At four-electron filling

Anisotropy of Resonant Inelastic X-ray Scattering at the K Edge of Si: Theoretical Analysis

{N}_{\text{tot}}\ensuremath{\simeq}4.0

Gate-voltage dependence of Kondo effect in a triangular quantum dot

, a local

Kondo Effect in a Triple Quantum‐Dot Array

S=1