Result of search for papers related to "mp_arc 22-8".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
22-8 Emily Blasten, Pavel Exner, Hiroshi Isozaki, Matti Lassas, Jinpeng Lu
Inverse problems for locally perturbed lattices - Discrete Hamiltonian and quantum graph (1129K, pdf) Feb 2, 22
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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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01-101 Pavel Exner, Milos Tater, David Vanek
A single-mode quantum transport in serial-structure geometric scatterers (156K, LaTeX) Mar 15, 01
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04-317 Pavel Exner and Sylwia Kondej
Scattering by local deformations of a straight leaky wire (43K, LaTeX) Oct 3, 04
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07-261 Pavel Exner
Leaky Quantum Graphs: A Review (575K, LaTeX, amsproc.sty) Oct 31, 07
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06-302 Pavel Exner, Jiri Lipovsky
Equivalence of resolvent and scattering resonances on quantum graphs (34K, AMS-LaTeX) Oct 25, 06
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08-136 Pierre Duclos, Pavel Exner, Ondrej Turek
On the spectrum of a bent chain graph (371K, pdf) Jul 9, 08
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20-24 Pavel Exner
Topologically induced spectral behavior: the example of quantum graphs (2460K, pdf) Mar 13, 20
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97-7 Pavel Exner
Magnetoresonances on a lasso graph (48K, LaTeX, with 2 ps figures) Jan 7, 97
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97-140 Arians S.
Geometric Approach to Inverse Scattering for Hydrogen-like Systems in a Homogeneous Magnetic Field (48K, LaTeX 2e) Mar 20, 97
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00-376 David Damanik
Substitution Hamiltonians with bounded trace map orbits (52K, LaTeX) Sep 21, 00
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00-447 Pavel Exner and Takashi Ichinose
Geometrically induced spectrum in curved leaky wires (43K, LaTeX2e) Nov 10, 00
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01-216 Vladimir Buslaev, Alexander Fedotov
On the difference equations with periodic coefficients (149K, LaTeX 2e with 2 PS Figures) Jun 13, 01
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02-127 Ricardo Weder
The Time-Dependent Approach to Inverse scattering (66K, Latex) Mar 16, 02
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03-275 Pavel Exner and Katerina Nemcova
Title: Leaky quantum graphs: approximations by point interaction Hamiltonians (65K, LaTeX) Jun 12, 03
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03-325 Francois Bentosela, Pierre Duclos, and Pavel Exner
Absolute continuity in periodic thin tubes and strongly coupled leaky wires (27K, LaTeX) Jul 14, 03
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05-284 Pavel Exner and Ondrej Turek
Approximations of permutation-symmetric vertex couplings in quantum graphs (45K, LaTeX) Aug 23, 05
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05-290 Pavel Exner and Rupert L. Frank
Absolute continuity of the spectrum for periodically modulated leaky wires in R^3 (67K, LaTeX) Aug 26, 05
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06-57 Vadim Kostrykin and Robert Schrader
The Inverse Scattering Problem for Metric Graphs and the Traveling Salesman Problem (276K, LaTeX2e) Mar 8, 06
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07-243 Frederic Klopp, Konstantin Pankrashkin
Localization on quantum graphs with random vertex couplings (82K, latex) Oct 16, 07
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08-220 Olaf Post and Pavel Exner
Approximation of quantum graph vertex couplings by scaled Schr\"odinger operators on thin branched manifolds (474K, latex) Nov 22, 08
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13-30 Christian Corda
Time dependent Schroedinger equation for black holes: No information loss (42K, Latex) Apr 4, 13
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22-9 Pavel Exner, Shu Nakamura, Yukihide Tadano
Continuum limit of the lattice quantum graph Hamiltonian (139K, pdf) Feb 14, 22
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93-282 Michael Aizenman
Localization at Weak Disorder: Some Elementary Bounds (175K, RTF) Oct 28, 93
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94-223 Lieb E. H. , Freericks J. K.
THE GROUND STATE OF A GENERAL ELECTRON-PHONON HAMILTONIAN IS A SPIN SINGLET (60K, Plain TeX) Jul 2, 94
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95-195 Knill O.
Discrete random electromagnetic Laplacians (103K, LaTeX) Apr 12, 95
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96-320 P. Exner, R. Gawlista, P. \v{S}eba, M. Tater
Point interactions in a strip (116K, LaTeX) Jul 2, 96
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96-380 Arians S.
Geometric Approach to Inverse Scattering for the Schroedinger Equation with Magnetic and Electric Potentials (38K, LaTeX 2.09) Aug 21, 96
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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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98-62 Vadim Kostrykin, Robert Schrader
Scattering theory approach to random Schroedinger operators in one dimension (278K, uuencoded Postscript) Feb 16, 98
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98-252 Barata J. C. A.
On Formal Quasi-Periodic Solutions of the Schroedinger Equation for a Two-Level System with a Hamiltonian Depending Quasi-Periodically on Time (331K, Postscript) Apr 1, 98
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