Result of search for papers related to "mp_arc 94-78".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
94-78 Gesztesy F., Holden H., Simon B.
Absolute Summability of the Trace Relation for Certain Schrodinger Operators (73K, AMSTeX) Mar 30, 94
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94-77 Gesztesy F., Holden H., Simon B., Zhao Z.
Higher Order Trace Relations for Schrodinger Operators (66K, AMSTeX) Mar 30, 94
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09-35 Alice Mikikits-Leitner and Gerald Teschl
Trace Formulas for Schroedinger Operators in Connection with Scattering Theory for Finite-Gap Backgrounds (43K, LaTeX2e) Feb 23, 09
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95-388 F. Gesztesy, R. Nowell, and W. P\"otz
One-Dimensional Scattering Theory for Quantum Systems with Nontrivial Spatial Asymptotics (81K, amslatex) Aug 29, 95
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02-512 Jean-Marc Bouclet
Spectral distributions for long range perturbations (458K, Postscript) Dec 10, 02
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95-268 Gesztesy F., Simon B.
Uniqueness Theorems in Inverse Spectral Theory for One-Dimensional Schr\"odinger Operators (76K, AMSTeX) Jun 14, 95
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95-432 F. Gesztesy and H. Holden
On Trace Formulas for Schr\"odinger-Type Operators (67K, amslatex) Sep 25, 95
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05-294 H. Neidhardt, J. Rehberg
Scattering matrix, phase shift, spectral shift and trace formula for one-dimensional dissipative Schr\"odinger-type operators (400K, pdf) Aug 29, 05
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94-75 Gesztesy F., Holden H., Simon B., Zhao Z.
A Trace Formula for Multidimensional Schrodinger Operators (37K, AMSTeX) Mar 30, 94
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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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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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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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99-459 Fritz Gesztesy and Konstantin A. Makarov
The $\Xi$ Operator and its Relation to Krein's Spectral Shift Function (114K, LaTeX) Dec 1, 99
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02-471 David Damanik, Robert Sims, G\"unter Stolz
Localization for discrete one dimensional random word models (454K, Postscript) Nov 20, 02
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94-91 Simon B.
Spectral Analysis of Rank One Perturbations and Applications (120K, AMSTeX) Apr 13, 94
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97-626 F. Gesztesy and E. Tsekanovskii
On Matrix-Valued Herglotz Functions (234K, LaTeX) Dec 11, 97
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99-191 Steve Clark, Fritz Gesztesy, Helge Holden, and Boris M. Levitan
Borg-Type Theorems for Matrix-Valued Schr\"{o}dinger Operators (78K, LaTeX) May 21, 99
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00-217 Dirk Hundertmark, Werner Kirsch
Spectral theory of sparse potentials (94K, LaTeX2e) May 9, 00
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01-335 G\"unter Stolz
Strategies in Localization Proofs for One-Dimensional Random Schr\"odinger Operators (386K, Postscript) Sep 24, 01
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03-316 Fritz Gesztesy and Barry Simon
Connectedness of the Isospectral Manifold for One-Dimensional Half-Line Schr\"odinger Operators (15K, LaTeX) Jul 1, 03
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04-68 Kurt Broderix, Hajo Leschke, Peter Mueller
Continuous integral kernels for unbounded Schroedinger semigroups and their spectral projections (325K, Postscript) Mar 8, 04
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04-244 Richard Froese, David Hasler and Wolfgang Spitzer
Transfer matrices, hyperbolic geometry and absolutely continuous spectrum for some discrete Schrodinger operators on graphs (343K, pdf) Aug 5, 04
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05-112 Yoram Last, Barry Simon
The Essential Spectrum of Schrodinger, Jacobi, and CMV Operators (418K, PDF) Mar 18, 05
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05-394 Fritz Gesztesy, Yuri Latushkin, Marius Mitrea, and Maxim Zinchenko
Non-self-adjoint operators, Infinite Determinants, and some Applications (141K, LaTeX) Nov 15, 05
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06-232 V.Grinshpun
Pure Absolutely Continuous Spectrum for Random Operators on l^2(Z^d) at Low Disorder (2054K, PDF) Aug 26, 06
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09-111 Fritz Gesztesy and Marius Mitrea
Self-Adjoint Extensions of the Laplacian and Krein-Type Resolvent Formulas in Nonsmooth Domains (337K, LaTeX) Jul 12, 09
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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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93-244 R. Brummelhuis, T. Paul, A. Uribe.
Spectral Estimates Around a Critical Level (141K, LaTeX) Oct 8, 93
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