Supersymmetry and Trace Formulae
Chaos and Disorder
edited by
Igor V. Lerner
University of Birmingham, UK
Jonathan P. Keating
University of Bristol and Hewlett-Packard Laboratories, Cambridge,
UK
David E. Khmelnitskii
University of Cambridge, UK L.D. Landau Institute for Theoretical
Physics, Moscow, Russia
Contents and Contributors
Semiclassical Theory of Spectral Statistics and Riemann Zeros; J.P.
Keating. Quantum Chaos: Lessons from Disordered Metals; A. Altland,
et al. Supersymmetric Generalization of Dyson's Brownian Motion
(Diffusion); T. Guhr. What Happens to the Integer Quantum Hall Effect
in Three Dimensions?
J.R. Chalker. Trace Formulas in Classical Dynamical
Systems;
P. Cvitanovic. Theory of Eigenfunction Scarring; L.Kaplan,
E.J. Heller. Nonequilibrium Effects in the Tunneling Conductance Spectra
of Small Metallic particles; O. Agam. Pair Correlations of Quantum
Chaotic Maps from Supersymmetry; M.R.Zirnbauer. Semiclassical Quantization
of Maps and Spectral Correlations; U. Smilansky. Wave Functions,
Wigner Functions and Green Functions of Chaotic Systems; S. Fishman.
Wave Functions in Chaotic Billiards: Supersymmetry Approach; K.B. Efetov.
Correlations of Wave Functions in Disordered Systems; A.D. Mirlin.
Spatial Correlations in Chaotic Eigenfunctions; M. Srednicki. Level
Curvature Distribution Beyond Random matrix Theory; V.E. Kravtsov, et
al. Almost-Hermitian Random Matrices: Applications to the Theory of
Quantum Chaotic Scattering and Beyond;
Y.V. Fyodorov. Topological
Features of the Magnetic Response in Inhomogeneous Magnetic Fields; E.
Akkermans. Trace Formulas in Classical Dynamical Systems; M. Wilkinson.
From Classical to Quantum Kinetics; D.E. Khmelnitskii, B.A. Muzykantskii.
Stochastic Scattering; H.A. Weidenmüller. H=xp and the
Riemann Zeros; M.V. Berry, J.P. Keating. |
|