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Mathematical Results in Quantum Mechanics
About this Title
Ricardo Weder and Pavel Exner, Editors
Publication: Contemporary Mathematics
Publication Year:
2002; Volume 307
ISBNs: 978-0-8218-2900-4 (print); 978-0-8218-7897-2 (online)
DOI: https://doi.org/10.1090/conm/307
MathSciNet review: 1946009
Table of Contents
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Front/Back Matter
Articles
- Riccardo Adami – Blow-up for Schrödinger equation with pointwise nonlinearity [MR 1946010]
- Jean-Marie Barbaroux, Mouez Dimassi and Jean-Claude Guillot – Quantum electrodynamics of relativistic bound states with cutoffs. II [MR 1946011]
- F. Bentosela and M. Tater – Scattering by a slab: an exact calculation [MR 1946012]
- X. Blanc and C. Le Bris – Crystalline order in one dimensional Thomas-Fermi type models [MR 1946013]
- Jean Bourgain – New results on the spectrum of lattice Schrödinger operators and applications [MR 1946014]
- A. L. Bukhgeĭm, G. V. Dyatlov and G. Uhlmann – Reconstruction of the memory from partial boundary measurements [MR 1946015]
- Rosa E. Cardiel and Pavel I. Naumkin – Asymptotics for nonlinear dissipative equations in the super critical case [MR 1946016]
- J.-M. Combes, P. D. Hislop and E. Soccorsi – Edge states for quantum Hall Hamiltonians [MR 1946017]
- M. Combescure and D. Robert – A semiclassical approach in linear response theory [MR 1946018]
- J. Cruz-Sampedro – Wigner-von Neumann-like potentials [MR 1946019]
- Michael Demuth and André Noll – Equilibrium potentials in scattering theory [MR 1946020]
- J. Dittrich and J. Kříž – Straight quantum waveguides with combined boundary conditions [MR 1946021]
- Volker Enss, Vadim Kostrykin and Robert Schrader – Perturbation theory for the quantum time-evolution in rotating potentials [MR 1946022]
- László Erdős and Vitali Vougalter – Two dimensional Pauli operator via scalar potential [MR 1946023]
- Maria J. Esteban and Eric Séré – A max-min principle for the ground state of the Dirac-Fock functional [MR 1946024]
- S. Fournais, M. Hoffmann-Ostenhof, T. Hoffmann-Ostenhof and T. Østergaard Sørensen – On the regularity of the density of electronic wavefunctions [MR 1946025]
- Christian Hainzl – Enhanced binding through coupling to a photon field [MR 1946026]
- Brian C. Hall and Jeffrey J. Mitchell – The large radius limit for coherent states on spheres [MR 1946027]
- I. Herbst and E. Skibsted – Quantum scattering for potentials homogeneous of degree zero [MR 1946028]
- Werner Kirsch and Ivan Veselić – Existence of the density of states for one-dimensional alloy-type potentials with small support [MR 1946029]
- Vadim Kostrykin and Robert Schrader – Statistical ensembles and density of states [MR 1946030]
- Mikhail Kudryavtsev – The Cauchy problem for the Toda lattice with a class of non-stabilized initial data [MR 1946031]
- A. Laptev, S. Naboko and O. Safronov – Absolutely continuous spectrum of Jacobi matrices [MR 1946032]
- Elliott H. Lieb and Michael Loss – Stability of matter in relativistic quantum electrodynamics [MR 1946033]
- Marius Mǎntoiu and Radu Purice – The algebra of observables in a magnetic field [MR 1946034]
- D. B. Pearson – Recent developments in value distribution theory for Schrödinger operators on the half line [MR 1946035]
- Didier Robert – Long time propagation results in quantum mechanics [MR 1946036]
- Mary Beth Ruskai – Comments on adiabatic quantum algorithms [MR 1946037]
- Andrea Sacchetti – Tunneling destruction for a non-linear Schrödinger equation [MR 1946038]
- Robert Seiringer – Symmetry breaking in a model of a rotating Bose gas [MR 1946039]
- Stephen Bruce Sontz – Euler’s constant in Segal-Bargmann analysis [MR 1946040]
- A. Tip – Maxwell with a touch of Schrödinger [MR 1946041]
- Julio H. Toloza – Exponentially accurate semiclassical asymptotics [MR 1946042]
- Cornelis van der Mee and Vjacheslav Pivovarchik – Some properties of the eigenvalues of a Schrödinger equation with energy-dependent potential [MR 1946043]
- Carlos Villegas-Blas – The Bargmann transform for $L^2(S^3)$ and regularization of the Kepler problem [MR 1946044]
- Kenji Yajima and Guoping Zhang – Schrödinger equations with superquadratic potentials [MR 1946045]
- Kazushi Yoshitomi – Band spectrum of the Laplacian on a slab with the Dirichlet boundary condition on a grid [MR 1946046]