Result of search for papers related to "mp_arc 03-55".
Page 3. Papers 65 - 96 of 128 matching the query. Best matches first:
95-481 Klein A.
SPREADING OF WAVE PACKETS IN THE ANDERSON MODEL ON THE BETHE LATTICE (58K, LaTeX) Nov 17, 95
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95-522 Pavel Exner
Weakly coupled states on branching graphs (21K, LaTeX) Dec 11, 95
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95-536 G\"unter Stolz
Localization for Schr\"odinger operators with effective barriers (36K, LaTeX) Dec 19, 95
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96-8 Figotin A., Klein A.
Localized Classical Waves Created by Defects (35K, LaTeX) Jan 12, 96
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96-373 F. Gesztesy and B. Simon
Inverse Spectral Analysis with Partial Information on the Potential, I. The Case of an A.C. Component in the Spectrum (20K, amstex) Aug 19, 96
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96-565 Dinaburg E.I.,Sinai Ya.,Soshnikov A.
Splitting of the Low Landau Levels into a Set of Positive Lebesgue Measure under Small Periodic Perturbations. (198K, PostScript) Nov 11, 96
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96-648 Werner Kirsch, Peter Stollmann, G\"unter Stolz
Localization for random perturbations of periodic Schr\"odinger operators (96K, LaTeX) Dec 6, 96
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97-72 Werner Kirsch, Peter Stollmann, G\"unter Stolz
Anderson Localization for Random Schr\"odinger Operators with Long Range Interactions (42K, LaTeX) Feb 12, 97
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97-482 Duclos P., Exner P., Meller B.
Exponential Bounds on Curvature-Induced Resonances in a Two-Dimensional Dirichlet Tube (806K, Postscript) Sep 10, 97
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97-553 Kirsch W., Krishna M., Obermeit J.
Anderson Model with decaying randomness: Mobility Edge (36K, LATeX 2e) Oct 22, 97
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97-585 V. Baladi, M. Degli Esposti, S. Isola,, E. Jarvenpaa, and A. Kupiainen
The spectrum of weakly coupled map lattices (482K, postscript) Nov 19, 97
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97-589 Lev Kapitanski, Igor Rodnianski
Does a quantum particle know the time? (43K, AMSTeX) Nov 25, 97
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97-620 Frank Kleespies, Peter Stollmann
Lifshitz Asymptotics and Localization for Random Quantum Waveguides (60K, LaTeX2e) Dec 10, 97
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97-642 Herbst I., Nakamura S.
Schr\"odinger operators with strong magnetic fields: Quasi-periodicity of spectral orbits and topology (65K, LATeX 2e) Dec 19, 97
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98-53 A. Soffer , M. Weinstein
Time Dependent Resonance Theory (448K, postscript) Feb 10, 98
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98-415 Pushnitski, A. B.
Integral estimates for the spectral shift function (80K, LATeX 2e) Jun 6, 98
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98-497 C. Allard, R. Froese
A Mourre estimate for a Schroedinger operator on a binary tree. (231K, PostScript) Jul 9, 98
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99-206 A. Kiselev, Y. Last
Solutions, spectrum, and dynamics for Schr\"odinger operators on infinite domains (revised) (345K, Postscript) Jun 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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99-379 Oliver Knill
Fluctuation bounds for subharmonic functions (35K, LATeX 2e) Oct 8, 99
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99-388 F. Gesztesy and B. Simon
On Local Borg-Marchenko Uniqueness Results (49K, LaTeX) Oct 18, 99
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99-396 W. Chen
JACOBIAN MATRIX: A BRIDGE BETWEEN LINEAR AND NONLNEAR POLYNOMIAL-ONLY PROBLEMS (298K, PDF) Oct 19, 99
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00-30 Oliver Knill
Fluctuation bounds for subharmonic functions (42K, LATeX 2e) Jan 19, 00
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00-216 S. Molchanov, M. Novitskii, B. Vainberg
First KdV integrals and absolutely continuous spectrum for 1-D Schrodinger operator (55K, LATeX 2e) May 9, 00
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00-217 Dirk Hundertmark, Werner Kirsch
Spectral theory of sparse potentials (94K, LaTeX2e) May 9, 00
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00-276 Dimitri YAFAEV, Yannick GATEL.
Scattering theory for the Dirac operator with a long-range electromagnetic potential. (624K, Postscript) Jun 20, 00
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00-305 A. Bovier, M. Eckhoff, V. Gayrard, M. Klein
Metastability and low lying spectra in reversible Markov chains (232K, PS) Jul 27, 00
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00-431 Barbaroux J.-M., Germinet F., Tcheremchantsev S.
Quantum diffusion and generalized fractal dimensions: The continuous case $L^2(\R^d)$ (46K, LaTeX) Nov 6, 00
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00-472 D. DAMANIK, J.-M. GHEZ, L. RAYMOND
A PALINDROMIC HALF-LINE CRITERION FOR ABSENCE OF EIGENVALUES AND APPLICATIONS TO SUBSTITUTION HAMILTONIANS (185K, PostScript) Nov 29, 00
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01-3 Hans Henrik Rugh
Coupled Maps and Analytic Function Spaces (530K, Postscript) Jan 4, 01
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01-28 Stephen G. Low
Unitary Representations of the Canonical Group, the Semi-Direct Product of the Unitary and Weyl-Heisenberg Group: C(1,3)= U(1,3) x H(1,3). (1022K, Postscript) Jan 17, 01
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