Result of search for papers related to "mp_arc 94-236".
Page 2. Papers 33 - 64 of 128 matching the query. Best matches first:
04-326 Ivan Veselic'
Spectral Analysis of Percolation Hamiltonians (386K, PDF) Oct 16, 04
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05-290 Pavel Exner and Rupert L. Frank
Absolute continuity of the spectrum for periodically modulated leaky wires in R^3 (67K, LaTeX) Aug 26, 05
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05-388 Richard Froese, David Hasler, Wolfgang Spitzer
Absolutely continuous spectrum for the Anderson model on a tree: a geometric proof of Klein's theorem (211K, pdf) Nov 13, 05
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95-270 del Rio R., Jitomirskaya S., Last Y., Simon B.
Operators with singular continuous spectrum, IV. Hausdorff dimensions, rank one perturbations, and localization (112K, AMSTeX) Jun 14, 95
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97-245 Werner Fischer, Thomas Hupfer, Hajo Leschke, Peter Mueller
Existence of the density of states for multi-dimensional continuum Schroedinger operators with Gaussian random potentials (60K, uuencoded gzipped postscript) Apr 28, 97
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98-391 Barbaroux J.M., Fischer W., M\"uller P.
A Criterion for Dynamical Localization in Random Schrodinger Models (74K, LATeX) May 28, 98
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98-733 A. Fedotov and F. Klopp
Anderson transitions for quasi-periodic Schr dinger operators in dimension 1 (460K, Gzipped Postscript) Nov 27, 98
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99-94 R. Carretero-Gonz\'alez, S. {\O}rstavik, J. Huke, D.S. Broomhead and J. Stark
Thermodynamic limit from small lattices of coupled maps (297K, 4 pages, RevTeX, 4 Postscript figures) Apr 2, 99
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99-250 De Bi\`evre S., Germinet F.
Dynamical Localization for the Random Dimer Model (36K, Latex) Jul 1, 99
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99-421 M Krishna, K B Sinha
Spectra of Anderson Type models with decaying randomness (71K, LaTex 2e) Nov 8, 99
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00-226 Vadim Kostrykin and Robert Schrader
Global Bounds for the Lyapunov Exponent and the Integrated Density of States of Random Schr\"odinger Operators in One Dimension (34K, LaTeX2e) May 15, 00
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00-366 Vojkan Jaksic and Yoram Last
Surface states and spectra (354K, postscript) Sep 18, 00
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00-376 David Damanik
Substitution Hamiltonians with bounded trace map orbits (52K, LaTeX) Sep 21, 00
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00-389 Fr d ric Klopp
Erratum to the paper ``Internal Lifshits tails for random perturbations of periodic Schr dinger operators''\\ Duke Math. Jour. 98(2):335-396, 1999 (188K, gzipped Postscript) Oct 3, 00
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01-224 Alexander Fedotov and Fr d ric Klopp
On the absolutely continuous spectrum of one dimensional quasi-periodic Schr dinger operators in the adiabatic limit (469K, Postscript) Jun 22, 01
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01-363 Thomas Hupfer, Hajo Leschke, Simone Warzel
Upper bounds on the density of states of single Landau levels broadened by Gaussian random potentials (223K, postscript) Oct 11, 01
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02-144 Werner Kirsch, Ivan Veselic
Existence of the density of states for one-dimensional alloy-type potentials with small support (267K, PDF) Mar 22, 02
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04-17 Silvius Klein
Anderson localization for the discrete one-dimensional quasi-periodic Schroedinger operator with potential defined by a Gevrey-class function (97K, AMS-Tex) Jan 22, 04
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06-112 A. Figotin, F. Germinet, A. Klein, P. Muller
Persistence of Anderson localization in Schrodinger operators with decaying random potentials (370K, pdf) Apr 9, 06
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06-118 V.Grinshpun
Pure Point Spectrum in the Anderson Model with Unbounded Random Potential (22K, LaTeX) Apr 14, 06
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06-225 Werner Kirsch, Bernd Metzger
The Integrated Density of States for Random Schr dinger Operators (563K, pdf) Aug 17, 06
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07-66 Jean V. Bellissard, Peter D. Hislop, G\"unter Stolz
Correlations Estimates in the Lattice Anderson Model (286K, pdf) Mar 20, 07
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07-120 Peter D. Hislop and Peter Mueller
A lower bound for the density of states of the lattice Anderson model (249K, PDF) May 11, 07
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10-32 Werner Kirsch, Hatem Najar
Lifshitz tails for continuous Laplacian in the site percolation case (39K, AMS-TeX) Feb 9, 10
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11-177 Hakim Boumaza ; Hatem Najar
Lifshitz tails for matrix-valued Anderson models (72K, AMS-TeX) Nov 14, 11
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95-101 Fr\'ed\'eric Klopp.
An asymptotic expansion for the density of states of a random Schr\"odinger operator with Bernoulli disorder. (52K, AMSTeX) Feb 22, 95
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95-195 Knill O.
Discrete random electromagnetic Laplacians (103K, LaTeX) Apr 12, 95
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95-445 F. Gesztesy and W. Renger
New Classes of Toda Soliton Solutions (65K, amslatex) Oct 9, 95
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