Result of search for papers related to "mp_arc 99-87".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
99-87 C. Remling
Schr\"odinger operators with decaying potentials: some counterexamples (84K, LaTeX 2e) Mar 29, 99
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97-375 C. Remling
The absolutely continuous spectrum of one-dimensional Schr"odinger operators with decaying potentials (57K, LaTeX) Jun 26, 97
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97-19 Christian Remling
Some Schr\"odinger operators with power-decaying potentials and pure point spectrum (38K, LaTeX) Jan 14, 97
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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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97-195 Kiselev A., Last Y., Simon B.
Modified Pr\"ufer and EFGP Transforms and the Spectral Analysis of One-Dimensional Schr\"odinger Operators (106K, AMSTeX) Apr 9, 97
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97-294 C. Remling
Embedded singular continuous spectrum for one-dimensional Schr"odinger operators (56K, LaTeX) May 23, 97
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97-530 Kiselev A., Remling C., Simon B.
Effective Perturbation Methods for One-Dimensional Schrodinger Operators (47K, LaTeX) Oct 2, 97
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00-69 Michael Christ, Alexander Kiselev
WKB Asymptotics of Generalized Eigenfunctions of One-Dimensional Schr\"odinger Operators (51K, LaTeX) Feb 10, 00
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03-383 A. Laptev, S. Naboko, O. Safronov
Absolutely continuous spectrum of Schr\"odinger operators with slowly decaying and oscillating potentials (233K, Postscript) Aug 25, 03
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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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97-169 Damanik D.
Continuity properties of one-dimensional quasicrystals (23K, LaTeX) Apr 3, 97
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00-41 David Damanik, Rowan Killip, and Daniel Lenz
Uniform spectral properties of one-dimensional quasicrystals, III. $\alpha$-continuity (49K, LaTeX) Jan 24, 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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01-387 Rowan Killip
Perturbations of One-Dimensional Schr\"odinger Operators Preserving the Absolutely Continuous Spectrum (83K, AMS LaTeX) Oct 19, 01
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03-364 Alexei Rybkin
On the absolutely continuous and negative discrete spectra of Schrodinger operators on the line with locally integrable globally square summable potentials (31K, AMS-TeX) Aug 10, 03
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06-159 Oleg Safronov, G\"unter Stolz
Absolutely continuous spectrum of Schr\"odinger operators with potentials slowly decaying inside a cone (294K, pdf) May 15, 06
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06-322 Yoram Last
Destruction of Absolutely Continuous Spectrum by Perturbation Potentials of Bounded Variation (182K, PDF) Nov 8, 06
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07-117 Pavel Exner and Martin Fraas
On the dense point and absolutely continuous spectrum for Hamiltonians with concentric $\delta$ shells (33K, LaTeX 2e) May 10, 07
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94-12 Avron J.E., Exner P., Last Y.
Periodic Schroedinger Operators with Large Gaps and Wannier--Stark Ladders (23K, LaTeX) Jan 19, 94
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95-276 Simon B., Stolz G.
Operators with Singular Continuous Spectrum, V. Sparse Potentials (19K, AMSTeX) Jun 14, 95
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95-279 Simon B.
Bounded eigenfunctions and absolutely continuous spectra for one-dimensional Schr\"odinger operators (20K, AMSTeX) Jun 15, 95
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95-456 Bovier A., Ghez J.-M.
Schr\"odinger operators generated by substitutions (12K, TeX) Oct 12, 95
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96-2 Kiselev A.
Absolutely Continuous Spectrum of One-Dimensional Schr\"odinger Operators and Jacobi Matrices with Slowly Decreasing Potentials (71K, LaTeX) Jan 3, 96
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96-71 Jitomirskaya S., Last Y.
Dimensional Hausdorff Properties of Singular Continuous Spectra (27K, LaTeX) Mar 13, 96
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98-132 C. Remling
Bounds on embedded singular spectrum for one-dimensional Schroedinger operators (30K, LaTeX 2e) Mar 4, 98
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98-616 D. Damanik
Singular continuous spectrum for a class of substitution Hamiltonians (26K, LaTeX) Sep 23, 98
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00-321 Oleg Safronov
The discrete spectrum of the Schr\"odinger operator in the large coupling constant limit (238K, Postscript) Aug 24, 00
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00-326 Rowan Killip
Perturbations of One-Dimensional Schr\"odinger Operators Preserving the Absolutely Continuous Spectrum (107K, AMS-LaTeX) Aug 28, 00
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01-190 David Damanik, Daniel Lenz
Uniform spectral properties of one-dimensional quasicrystals, IV. Quasi-Sturmian potentials (69K, LaTeX) May 23, 01
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