All Stories

  1. Using Kondo entanglement to induce spin correlations between disconnected quantum dots
  2. Band structure of nanotubes with spin-orbit interaction
  3. Kondo versus indirect exchange: Role of lattice and actual range of RKKY interactions in real materials
  4. Decoherence of an entangled state of a strongly correlated double quantum dot structure through tunneling processes
  5. Spin filtering in a double quantum dot device: Numerical renormalization group study of the internal structure of the Kondo state
  6. Inducing Spin Correlations and Entanglement in a Double Quantum Dot through Nonequilibrium Transport
  7. Lanczos transformation for quantum impurity problems ind-dimensional lattices: Application to graphene nanoribbons
  8. Designing a symmetry-protected molecular device
  9. Electrostatic control over polarized currents through the spin-orbital Kondo effect
  10. Reducing entanglement with symmetries: Application to persistent currents in impurity problems
  11. Transport in carbon nanotubes: Two-level SU(2) regime reveals subtle competition between Kondo and intermediate valence states
  12. Numerical analysis of the spatial range of the Kondo effect
  13. A Perturbation Expansion Method to Study Highly Correlated Spins
  14. The logarithmic discretization embedded cluster approximation
  15. ELECTRON TRANSPORT IN STRONGLY CORRELATED NANOSTRUCTURES
  16. Kondo regime in triangular arrangements of quantum dots: Molecular orbitals, interference, and contact effects
  17. Transport through quantum dots: a combined DMRG and embedded-cluster approximation study
  18. Transport properties and Kondo correlations in nanostructures: Time-dependent DMRG method applied to quantum dots coupled to Wilson chains
  19. Unscreened Coulomb Interactions and the Quantum Spin Hall Phase in Neutral Zigzag Graphene Ribbons
  20. Method to study highly correlated nanostructures: The logarithmic-discretization embedded-cluster approximation
  21. Half-filling SU(4) Kondo state in carbon nanotubes: Numerical results
  22. Numerical results indicate a half-filling SU(4) Kondo state in carbon nanotubes
  23. Transport properties of strongly correlated electrons in quantum dots using a simple circuit model
  24. Adaptive time-dependent density-matrix renormalization-group technique for calculating the conductance of strongly correlated nanostructures
  25. Transport Properties of Strongly Correlated Electrons in Quantum Dots Studied with a Simple Circuit Model
  26. Transport Properties of Strongly Correlated Electrons in Quantum Dots Using a Simple Circuit Model
  27. Electron Transport through a Molecular Conductor with Center-of-Mass Motion
  28. Prediction of Ferromagnetic Correlations in Coupled Double-Level Quantum Dots
  29. Interference effects in the conductance of multilevel quantum dots
  30. Effect of topology on the transport properties of two interacting dots
  31. Conductance dip in the Kondo regime of linear arrays of quantum dots
  32. Transport properties of Kondo-insulator alloys
  33. Coupled quantum dots: effect of inter-dot interactions
  34. Kondo effect and persistent currents in a mesoscopic ring: Numerically exact results
  35. Effect of the Charge and Spin of a Lateral Quantum Dot on a Wire Current
  36. Persistent currents in a mesoscopic ring with a side connected quantum dot
  37. Singlet-triplet transition in a quantum dot: effect on mesoscopic transport
  38. Quantum dot spin effect on the conductance of a quantum wire
  39. Effect of exhaustion on the competition Kondo-magnetism in Kondo clusters
  40. Interplay between Kondo and inter-dot magnetic correlation in coupled quantum dots
  41. Metal–non-metal transition and specific heat of Kondo insulators
  42. The metal-non-metal transition and specific heat of Kondo insulators
  43. Transport in coupled quantum dots: Kondo effect versus antiferromagnetic correlation
  44. The thermodynamical limit of strongly correlated systems obtained from small-size-cluster calculations
  45. Metal-insulator transition in highly correlated systems
  46. centres in low dimensions: the strong-confinement approach