Result of search for papers related to "mp_arc 99-376".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
99-376 Pierre Duclos, Pavel Exner, and David Krejcirik
Locally curved quantum layers (40K, LaTeX 2e) Oct 8, 99
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01-79 Pierre Duclos, Pavel Exner, David Krejcirik
Bound States in Curved Quantum Layers (63K, LaTeX2e) Feb 27, 01
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01-110 Pavel Exner, David Krejcirik
Bound States in Mildly Curved Layers (71K, LaTeX 2e) Mar 24, 01
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99-124 Pavel Exner and David Krejcirik
Quantum waveguides with a lateral semitransparent barrier: spectral and scattering properties (1304K, LaTeX 2e) Apr 22, 99
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02-200 David Krejcirik
Quantum strips on surfaces (54K, LaTeX) Apr 26, 02
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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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03-264 D. Krejcirik, J. Kriz
On the spectrum of curved quantum waveguides (313K, LaTeX 2e with 2 EPS Figures) Jun 4, 03
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14-51 Pavel Exner and Alexander Minakov
Curvature-induced bound states in Robin waveguides and their asymptotical properties (240K, pdf) Jun 30, 14
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01-109 Pavel Exner, Katerina Nemcova
Quantum mechanics of layers with a finite number of point perturbations (198K, LaTeX) Mar 23, 01
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94-323 P. Exner,P. Duclos
CURVATURE-INDUCED BOUND STATES IN QUANTUM WAVEGUIDES IN TWO AND THREE DIMENSIONS (97K, latex) Oct 18, 94
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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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03-321 David Krejcirik, Rafael Tiedra de Aldecoa
The nature of the essential spectrum in curved quantum waveguides (69K, LaTeX) Jul 9, 03
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96-15 Exner P., Vugalter S.A.
Bound states in a locally deformed waveguide: the critical case (24K, LaTeX) Jan 22, 96
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00-248 Pavel Exner, David Krejcirik
Waveguides coupled through a semitransparent barrier: a Birman-Schwinger analysis (92K, LaTeX) May 30, 00
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00-473 D. Borisov, P. Exner, R. Gadylshin, D. Krejcirik
Bound states in weakly deformed strips and layers (59K, LaTeX 2e) Nov 30, 00
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02-133 Pavel Exner, Sylwia Kondej
Curvature-induced bound states for a delta interaction supported by a curve in $\mathbb{R}^3$ (47K, LaTeX) Mar 18, 02
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03-51 G. Carron, P. Exner, D. Krejcirik
Topologically non-trivial quantum layers (334K, LaTeX with 6 EPS figures) Feb 11, 03
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03-144 Pavel Exner and Kazushi Yoshitomi
Eigenvalue asymptotics for the Schr\"odinger operator with a $\delta$-interaction on a punctured surface (26K, LaTeX) Mar 31, 03
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04-156 Pavel Exner, Helmut Linde and Timo Weidl
Lieb-Thirring inequalities for geometrically induced bound states (42K, LaTeX) May 17, 04
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10-150 Pavel Exner, Milos Tater
Spectrum of Dirichlet Laplacian in a conical layer (983K, pdf) Sep 18, 10
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95-417 Exner P.
A quantum pipette (185K, LATEX) Sep 7, 95
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95-522 Pavel Exner
Weakly coupled states on branching graphs (21K, LaTeX) Dec 11, 95
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04-403 B. Chenaud, P. Duclos, P. Freitas, D. Krejcirik
Geometrically induced discrete spectrum in curved tubes (42K, LaTeX) Dec 7, 04
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07-297 Pavel Exner and Andrea Mantile
On the optimization of the principal eigenvalue for single-centre point-interaction operators in a bounded region (68K, LaTeX) Nov 27, 07
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15-38 Pavel Exner, Semjon Vugalter
On the existence of bound states in asymmetric leaky wires} (484K, pdf) May 10, 15
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17-34 Pavel Exner, Sylwia Kondej, Vladimir Lotoreichik
Asymptotics of the bound state induced by $\delta$-interaction supported on a weakly deformed plane (795K, pdf) Mar 31, 17
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17-89 Fedor L. Bakharev and Pavel Exner
Geometrically induced spectral effects in tubes with a mixed Dirichlet-Neumann boundary (161K, pdf) Aug 27, 17
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20-80 Pavel Exner and Milos Tater
Spectral properties of spiral-shaped quantum waveguides (1543K, pdf) Sep 6, 20
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92-90 Bolte Jens
Periodic Orbits in Arithmetical Chaos (56K, LaTeX) Jul 17, 92
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97-523 Exner P., Vugalter S.A.
Bound-state asymptotic estimates for window--coupled Dirichlet strips and layers (54K, LaTeX) Sep 25, 97
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98-8 Pavel Exner, Simeon A. Vugalter
On the number of particles which a curved quantum waveguide can bind (34K, LaTeX) Jan 7, 98
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99-32 Exner P., Harrell E.M., Loss M.
Optimal eigenvalues for some Laplacians and Schr\"odinger operators depending on curvature. (34K, plain TeX) Jan 26, 99
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