Result of search for papers related to "mp_arc 10-166".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
10-166 Cesar R. de Oliveira
Quantum singular operator limits of thin Dirichlet tubes via $\Gamma$-convergence (546K, pdf) Oct 11, 10
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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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96-194 Gregory L. Eyink and Jack Xin
Existence and Uniqueness of $L^2$-Solutions at Zero-Diffusivity in the Kraichnan Model of a Passive Scalar (95K, LaTeX) May 15, 96
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13-37 Pavel Exner and Michal Jex
Spectral asymptotics of a strong $\delta'$ interaction on a planar loop (174K, pdf) Apr 29, 13
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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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99-8 Erdos L., Yau H.-T.
Linear Boltzmann Equation as the Weak Coupling Limits of a Random Schrodinger Equation (1114K, .ps file) Jan 7, 99
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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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12-63 Pavel Exner and Olaf Post
A general approximation of quantum graph vertex couplings by scaled Schroedinger operators on thin branched manifolds (378K, pdf) May 23, 12
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95-415 Exner P.
Contact interactions on graph superlattices (107K, LATEX) Sep 7, 95
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98-437 Vadim Kostrykin, Robert Schrader
Kirchhoff's Rule for Quantum Wires (137K, LATeX 2e) Jun 12, 98
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99-206 A. Kiselev, Y. Last
Solutions, spectrum, and dynamics for Schr\"odinger operators on infinite domains (revised) (345K, Postscript) Jun 2, 99
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01-128 B. Helffer, M. Hoffmann-Ostenhof, T. Hoffmann-Ostenhof, N. Nadirashvili
Spectral Theory for the Dihedral Group. (72K, LaTeX 2) Apr 2, 01
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01-243 James K. Freericks, Elliott H. Lieb, Daniel Ueltschi
Segregation in the Falicov-Kimball model (107K, Latex2e) Jul 4, 01
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02-181 Fernando Cardoso, Georgi Popov
Quasimodes with Exponentially Small Errors Associated with Elliptic Periodic Rays (106K, LaTeX 2e) Apr 11, 02
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02-250 Fernando Cardoso, Georgi Popov
Quasimodes with Exponentially Small Errors Associated with Elliptic Periodic Rays (106K, LaTeX 2e) Jun 2, 02
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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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05-47 Olaf Post
Branched quantum wave guides with Dirichlet boundary conditions: the decoupling case (822K, tar) Feb 3, 05
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07-126 Fritz Gesztesy, Marius Mitrea, and Maxim Zinchenko
Variations on a Theme of Jost and Pais (164K, LaTeX) May 24, 07
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10-199 E. Kirr, P. G. Kevrekidis, D. E. Pelinovsky
Symmetry-breaking bifurcation in the nonlinear Schr\"{o}dinger equation with symmetric potentials (642K, pdf) Dec 17, 10
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13-50 Pavel Exner and Stepan S. Manko
Approximations of quantum-graph vertex couplings by singularly scaled potentials (216K, pdf) Jun 4, 13
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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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94-279 E.M. Harrell II, P.L. Michel
Commutator Bounds for Eigenvalues of Some Differential Operators (25K, Latex) Sep 6, 94
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94-306 Evans M. Harrell II
ON THE SECOND EIGENVALUE OF THE LAPLACE OPERATOR PENALIZED BY CURVATURE (13K, amstex) Oct 6, 94
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95-220 Roman Schubert
The Trace Formula and the Distribution of Eigenvalues of Schroedinger Operators on Manifolds all of whose Geodesics are closed. (LaTeX, 37 K) (37K, LaTeX) May 14, 95
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95-358 Alain JOYE
Exponential Asymptotics in a Singular Limit for $n$-Level Scattering Systems (99K, Latex) Jul 7, 95
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96-648 Werner Kirsch, Peter Stollmann, G\"unter Stolz
Localization for random perturbations of periodic Schr\"odinger operators (96K, LaTeX) Dec 6, 96
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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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97-418 Griesemer M.
N-Body Quantum Systems with Singular Potentials (144K, LaTeX) Jul 24, 97
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97-589 Lev Kapitanski, Igor Rodnianski
Does a quantum particle know the time? (43K, AMSTeX) Nov 25, 97
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