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OverviewFull Product DetailsAuthor: Gregory Berkolaiko , Robert Carlson , Stephen A. Fulling , Peter A. KuchmentPublisher: American Mathematical Society Imprint: American Mathematical Society Edition: illustrated Edition Volume: No. 415 Weight: 0.558kg ISBN: 9780821837658ISBN 10: 0821837656 Pages: 307 Publication Date: 30 October 2006 Audience: Professional and scholarly , Professional & Vocational Format: Paperback Publisher's Status: Active Availability: Temporarily unavailable The supplier advises that this item is temporarily unavailable. It will be ordered for you and placed on backorder. Once it does come back in stock, we will ship it out to you. Table of ContentsFluctuation-based proof of the stability of ac spectra of random operators on tree graphs by M. Aizenman, R. Sims, and S. Warzel Metrized graphs, Laplacian operators, and electrical networks by M. Baker and X. Faber Form factor expansion for large graphs: A diagrammatic approach by G. Berkolaiko The spectral form factor for quantum graphs with spin-orbit coupling by J. Bolte and J. Harrison Linear network models related to blood flow by R. Carlson Localization on Avron-Exner-last graphs: I. Local perturbations by K. Chen, S. Molchanov, and B. Vainberg Weighted Laplacians and the sigma function of a graph by F. Chung and R. M. Richardson Approximations of permutation-symmetric vertex couplings in quantum graphs by P. Exner and O. Turek Resistance of random Sierpinski gaskets by D. Fontaine, T. Smith, and A. Teplyaev Small diffusion asymptotics for exit problems on graphs by M. Freidlin and M. Weber Determinant of the Schrodinger operator on a metric graph by L. Friedlander Local spectral density and vacuum energy near a quantum graph vertex by S. A. Fulling What are zeta functions of graphs and what are they good for? by M. D. Horton, H. M. Stark, and A. A. Terras Fluctuation statistics for quantum star graphs by J. P. Keating Laplacians on metric graphs: Eigenvalues, resolvents and semigroups by V. Kostrykin and R. Schrader Transition from a network of thin fibers to the quantum graph: An explicitly solvable model by S. Molchanov and B. Vainberg On the limiting absorption principle and spectra of quantum graphs by B.-S. Ong Quantum mechanics, superconductivity and fluid flow in narrow networks by J. Rubinstein A relation between the bond scattering matrix and the spectral counting function for quantum graphs by H. Schanz The quantum graph as a limit of a network of physical wires by U. Smilansky and M. Solomyak On the trace formula for quantum star graphs by B. Winn.ReviewsAuthor InformationTab Content 6Author Website:Countries AvailableAll regions |