Result of search for papers related to "mp_arc 01-256".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
01-256 S. Ya. Jitomirskaya, I. V. Krasovsky
Continuity of the measure of the spectrum for discrete quasiperiodic operators (34K, LaTeX) Jul 10, 01
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97-426 Jitomirskaya S., Last Y.
Anderson Localization for the Almost Mathieu Equation, III. Semi-Uniform Localization, Continuity of Gaps, and Measure of the Spectrum (44K, LaTeX) Jul 30, 97
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99-472 David Damanik
Gordon-type arguments in the spectral theory of one-dimensional quasicrystals (288K, postscript) Dec 7, 99
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05-108 Joaquim Puig
A Nonperturbative Eliasson's Reducibility Theorem (345K, pdf) Mar 17, 05
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94-82 Jitomirskaya S., Simon B.
Operators with Singular Continuous Spectrum, III. Almost Periodic Schrodinger Operators (14K, AMSTeX) Apr 5, 94
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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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95-355 Last Y.
Almost Everything about the Almost Mathieu Operator I (22K, TeX) Jul 5, 95
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95-398 Pavel Exner, Ralf Gawlista
Band spectra of rectangular graph superlattices (2735K, PostScript (Adobe, V. 2.0)) Aug 31, 95
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95-415 Exner P.
Contact interactions on graph superlattices (107K, LATEX) Sep 7, 95
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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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01-146 J. Bourgain, S. Jitomirskaya
Nonperturbative absolutely continuous spectrum for 1D quasiperiodic operators. (458K, ps) Apr 18, 01
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93-173 Last Y.
Zero Measure Spectrum for the Almost Mathieu Operator (31K, TeX (plain)) Jun 9, 93
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93-231 Jitomirskaya S.
Anderson Localization for the Almost Mathieu Equation, II: Point Spectrum for $\lambda >2.$ (21K, LaTeX) Sep 9, 93
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94-232 Hof A., Knill O., Simon.B.
Singular Continuous Spectrum for Palindromic Schr\"odinger Operators (37K, LaTeX) Jul 14, 94
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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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98-244 Jaksic V., Molchanov S.
On the Spectrum of the Surface Maryland Model (431K, postscript) Mar 30, 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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00-45 Francois Germinet
Dynamical Localization II with an Application to the Almost Mathieu Operator - Published version (345K, .PS) Jan 27, 00
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02-5 E. D. Belokolos, F. Gesztesy, K. A. Makarov and L. A. Sakhnovich
Matrix-Valued Generalizations of the Theorems of Borg and Hochstadt (101K, LaTeX) Jan 3, 02
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03-240 Francois Germinet, Alexander Kiselev and Serguei Tcheremchantsev
Transfer matrices and transport for 1D Schrodinger operators with singular spectrum (420K, PDF) May 26, 03
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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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05-408 Tuncay Aktosun and Ricardo Weder
The Borg-Marchenko Theorem with a Continuous Spectrum (51K, ams.tex) Nov 30, 05
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19-48 Svetlana Jitomirskaya, Sasa Kocic
Spectral theory of Schr\"odinger operators over circle diffeomorphisms (599K, pdf) Aug 28, 19
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93-98 Anton Bovier , Jean-Michel Ghez
Spectral properties of one-dimensional Schr\"odinger operators generated by substitutions (65K, TeX) Apr 27, 93
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94-274 T. Paul, A. Uribe
On the pointwise behavior of semi-classical measures (79K, LaTeX) Aug 19, 94
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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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97-169 Damanik D.
Continuity properties of one-dimensional quasicrystals (23K, LaTeX) Apr 3, 97
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97-645 Simon B.
A New Approach to Inverse Spectral Theory, I. Fundamental Formalism (64K, AMS-TeX) Dec 23, 97
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98-569 Veseli\'c, Ivan
Localisation for random perturbations of periodic Schr\"odinger operators with regular Floquet eigenvalues (314K, ps) Aug 21, 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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