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by Konstantin Pankrashkin

BibTeX

@MISC{Pankrashkin810,
    author = {Konstantin Pankrashkin},
    title = {},
    year = {810}
}

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Abstract

Localization on quantum graphs with random edge lengths

Citations

211	Spectral Theory of Random Schrödinger Operators. Birkhäuser - Carmona, Lacroix - 1990
163	Spectra of Random and Almost-Periodic Operators - Pastur, Figotin - 1992
49	Quantum graphs I. Some basic structures - Kuchment - 2004
27	Caught by disorder: bound states in random media - Stollmann - 2001
24	Quantum graphs. II. Some spectral properties of quantum and combinatorial graphs - Kuchment - 2005
19	Absolutely continuous spectra of quantum tree graphs with weak disorder - Aizenman, Sims, et al.
14	Spectra of Schrödinger operators on equilateral quantum graphs - Pankrashkin
13	Solvable Models in Quantum Mechanics. 2nd edition with an appendix by P - Albeverio, Gesztesy, et al. - 2005
13	Quantum graphs : applications to quantum chaos and universal spectral statistics - Gnutzmann, Smilansky - 2006
10	P.: Sch’nol’s theorem for strongly local forms - Monvel, Lenz, et al.
7	Localization on a quantum graph with a random potential on the edges - Exner, Helm, et al.
7	Anderson localization for radial tree-like random quantum graphs - Hislop, Post
7	A note on Anderson localization for the random hopping model - Klopp, Nakamura
7	Eigenfunction expansions for Schrödinger operators on metric graphs - Lenz, Schubert, et al.
6	Localization on quantum graphs with random vertex couplings - Klopp, Pankrashkin
5	Optimal Wegner estimates for random Schrödinger operators on metric graphs - Gruber, Helm, et al.
5	A random necklace model - Kostrykin, Schrader - 2004
4	Localization effects in a periodic quantum graph with magnetic field and spin-orbit interaction - Pankrashkin
4	Equilateral quantum graphs and boundary triples - Post - 2008
3	Kuchment (Eds.): Quantum graphs and their applications (Contemp - Berkolaiko, Carlson, et al. - 2006
3	Klopp: Localization for Schrödinger operators with random vector potentials - Ghribi, Hislop, et al.
3	Sudarev: On the basic states of one-dimensional disordered structures - Grenkova, Molčanov, et al. - 1983
2	Geyler (Eds.): Special Issue on ‘Singular interactions in quantum mechanics: solvable models - Exner, Dell’Antonio, et al.
2	Teplyaev (Eds.): Analysis on graphs and its applications (Proc - Exner, Keating, et al. - 2008
2	Ed.): Quantum graphs special section - Kuchment
2	Non-Lifshitz tails at the spectral bottom of some random operators - Najar
2	Lifschitz tail for 2D discrete Schrödinger with random magnetic field - Nakamura - 2000