Result of search for papers related to "mp_arc 08-191".
Page 4. Papers 97 - 128 of 128 matching the query. Best matches first:
96-26 Gordon A., Jitomirskaya S., Last Y., Simon B.
Duality and Singular Continuous Spectrum in the Almost Mathieu Equation (38K, AMSTeX) Jan 30, 96
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96-36 Gerald Teschl
Oscillation Theory and Renormalized Oscillation Theory for Jacobi Operators (64K, LaTeX2e) Feb 5, 96
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96-307 Barbaroux J.M., Combes J.M., Hislop P.D.
Landau hamiltonians with unbounded random potentials (47K, LaTeX) Jun 18, 96
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96-330 Del Rio R., Simon B.
Point Spectrum and Mixed Spectral Types for Rank One Perturbations (22K, AMSTeX) Jul 8, 96
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96-395 F. Gesztesy and B. Simon
M-Functions and Inverse Spectral Analysis for Finite and Semi-Infinite Jacobi Matrices (78K, amstex) Sep 6, 96
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96-574 Last Y., Simon B.
Eigenfunctions, Transfer Matrices, and Absolutely Continuous Spectrum of One-Dimensional Schr\"odinger Operators (79K, AMS-TeX) Nov 18, 96
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97-130 Gesztesy F., Simon B.
Inverse Spectral Analysis With Partial Information on the Potential, II. The Case of Discrete Spectrum (67K, AMS-TeX) Mar 17, 97
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97-144 Latushkin, Y., Montgomery-Smith S., Randolph, T.
Evolution semigroups and robust stability of evolution operators on Banach spaces (74K, LaTeX2e) Mar 24, 97
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97-169 Damanik D.
Continuity properties of one-dimensional quasicrystals (23K, LaTeX) Apr 3, 97
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97-234 Amour L., Guillot J. -C.
Examples of discrete operators with a pure point spectrum of finite multiplicity. (30K, Latex) Apr 21, 97
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97-328 R. del Rio, F. Gesztesy, and B. Simon
Inverse spectral analysis with partial information on the potential, III. Updating boundary conditions (19K, amstex) Jun 15, 97
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97-405 Barbaroux J.M., Joye A.
Expectation Values of Observables in Time-Dependent Quantum Mechanics (58K, LATeX) Jul 16, 97
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97-430 F. Germinet, S. De Bi\`evre
Dynamical Localization for Discrete and Continuous Random Schr\"odinger Operators (64K, Latex) Aug 4, 97
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97-573 H.D. Cornean, G. Nenciu
On eigenfunction decay for two dimensional magnetic Schr\"{o}dinger operators (41K, LATeX 2e) Nov 15, 97
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97-653 Abderemane MOHAMED
Asymptotic of the density of states for Schrodinger operator with periodic electro-magnetic potential (83K, LATeX 2e) Dec 30, 97
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98-81 J. Sj\"ostrand, W.-M. Wang
Exponential decay of averaged Green functions for random Schr\"odinger operators, a direct approach (47K, TEX) Feb 24, 98
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98-244 Jaksic V., Molchanov S.
On the Spectrum of the Surface Maryland Model (431K, postscript) Mar 30, 98
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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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98-410 Barbaroux J.M., Tcheremchantsev S.
Universal Lower Bounds for Quantum Diffusion (78K, LATeX) Jun 2, 98
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98-481 Kuchment P., Kunyansky L.
Spectral Properties of High Contrast Band-Gap Materials and Operators on Graphs (1852K, PostScript, gzipped and uuencoded) Jul 1, 98
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98-621 Fritz Gesztesy and Barry Simon
A new approach to inverse spectral theory, II. General real potentials and the connection to the spectral measure (124K, LaTeX) Sep 29, 98
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98-639 H. D. CORNEAN, G. NENCIU
TWO DIMENSIONAL MAGNETIC SCHRODINGER OPERATORS: WIDTH OF MINIBANDS IN THE TIGHT-BINDING APPROXIMATION (155K, POSTSCRIPT) Oct 13, 98
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99-184 David Damanik, Daniel Lenz
Uniform spectral properties of one-dimensional quasicrystals, II. The Lyapunov exponent (35K, LaTeX) May 18, 99
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99-204 Vojkan Jaksic and Yoram Last
Spectral Structure of Anderson Type Hamiltonians (424K, postscript) Jun 1, 99
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99-225 Marius Mantoiu, Serge Richard
Absence of Singular Spectrum for Schrodinger Operators with Anisotropic Potentials and Magnetic Fields (491K, LaTeX) Jun 10, 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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99-357 Vadim Kostrykin
Concavity of Eigenvalue Sums and The Spectral Shift Function (36K, LaTeX 2e) Sep 27, 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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99-420 Shu Nakamura
Lifshitz tail for 2D discrete Schrodinger operator with random magnetic field (25K, LaTeX2e with AMS-LaTeX macro packages) Nov 8, 99
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