All Stories

  1. Matrix Representation of Magnetic Pseudo-Differential Operators via Tight Gabor Frames
  2. Sharp spectral stability for a class of singularly perturbed pseudo-differential operators
  3. Spectral analysis near a Dirac type crossing in a weak non-constant magnetic field
  4. Peierls' substitution for low lying spectral energy windows
  5. Peierls’ substitution via minimal coupling and magnetic pseudo-differential calculus
  6. A Beals criterion for magnetic pseudo-differential operators proved with magnetic Gabor frames
  7. A Schatten–von Neumann class criterion for the magnetic Weyl calculus
  8. Low lying spectral gaps induced by slowly varying magnetic fields
  9. The Peierls–Onsager effective Hamiltonian in a complete gauge covariant setting: determining the spectrum
  10. Spectral edge regularity of magnetic Hamiltonians
  11. On Fréchet–Hilbert algebras
  12. Quantization in a Magnetic Field
  13. Abstract composition laws and their modulation spaces
  14. On the Regularity of the Hausdorff Distance Between Spectra of Perturbed Magnetic Hamiltonians
  15. Adiabatic Non-Equilibrium Steady States in the Partition Free Approach
  16. Positive quantization in the presence of a variable magnetic field
  17. Eigenfunctions decay for magnetic pseudodifferential operators
  18. Magnetic Fourier integral operators
  19. COHERENT STATES AND PURE STATE QUANTIZATION IN THE PRESENCE OF A VARIABLE MAGNETIC FIELD
  20. Magnetic calculus and semiclassical trace formulas
  21. On the continuity of spectra for families of magnetic pseudodifferential operators
  22. The modulation mapping for magnetic symbols and operators
  23. Commutator Criteria for Magnetic Pseudodifferential Operators
  24. Unicity of the Integrated Density of States for Relativistic Schrödinger Operators with Regular Magnetic Fields and Singular Electric Potentials
  25. Adiabatically switched-on electrical bias and the Landauer–Büttiker formula
  26. Magnetic Pseudodifferential Operators
  27. Spectral and propagation results for magnetic Schrödinger operators; A C∗-algebraic framework
  28. Hardy type inequalities with exponential weights for a class of convolution operators
  29. On the essential spectrum of magnetic pseudodifferential operators
  30. The Mathematical Formalism of a Particle in a Magnetic Field
  31. Strict deformation quantization for a particle in a magnetic field
  32. The magnetic Weyl calculus
  33. Propagation Properties for Schrödinger Operators Affiliated with Certain C*-Algebras
  34. A Hardy type estimate with exponential weights
  35. A-Priori Decay for Eigenfunction of Perturbed Periodic Schrödinger Operators
  36. Hardy Type Inequalities, Mourre Estimate and A-priori Decay for Eigenfunctions
  37. Weighted Estimations from a Conjugate Operator
  38. Some Propagation Properties of the Iwatsuka Model
  39. One dimensional periodic Dirac Hamiltonians: Semiclassical and high-energy asymptotics for gaps
  40. Hamiltoniens �N corps avec champs magn�tiques tr�s singuliers du type ?courte port�e?
  41. A distinguished self-adjoint extension for the Dirac operator with strong local singularities and arbitrary behaviour at infinity
  42. Limiting absorption principle for schrödinger hamiltonians with magnetic fields
  43. A boundary value problem related to the Ginzburg-Landau model
  44. The commutator method for form-relatively compact perturbations
  45. On the markoff property for the free Euclidean electromagnetic field