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Results: 7
Upper bounds on the density of states of single Landau levels broadened byGaussian random potentials
Authors:
Hupfer, T
Leschke, H
Warzel, S
Citation: T. Hupfer et al., Upper bounds on the density of states of single Landau levels broadened byGaussian random potentials, J MATH PHYS, 42(12), 2001, pp. 5626-5641
Authors:
Hupfer, T
Leschke, H
Muller, P
Warzel, S
Citation: T. Hupfer et al., The absolute continuity of the integrated density of states for magnetic Schrodinger operators with certain unbounded random potentials, COMM MATH P, 221(2), 2001, pp. 229-254
Authors:
Fink, H
Leschke, H
Citation: H. Fink et H. Leschke, Is the universe a quantum system?, FOUND PH L, 13(4), 2000, pp. 345-356
Authors:
Broderix, K
Hundertmark, D
Leschke, H
Citation: K. Broderix et al., Continuity properties of Schrodinger semigroups with magnetic fields, REV MATH PH, 12(2), 2000, pp. 181-225
Authors:
Fischer, W
Leschke, H
Muller, P
Citation: W. Fischer et al., Spectral localization by Gaussian random potentials in multi-dimensional continuous space, J STAT PHYS, 101(5-6), 2000, pp. 935-985
Authors:
Hupfer, T
Leschke, H
Warzel, S
Citation: T. Hupfer et al., Poissonian obstacles with Gaussian walls discriminate between classical and quantum lifshits tailing in magnetic fields, J STAT PHYS, 97(3-4), 1999, pp. 725-750
Authors:
Bodmann, B
Leschke, H
Warzel, S
Citation: B. Bodmann et al., A rigorous path integral for quantum spin using flat-space Wiener regularization, J MATH PHYS, 40(6), 1999, pp. 2549-2559
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