目次

Riemann's Zeta function: A model for quantum chaos?.- Spectral fluctuations of classically chaotic quantum systems.- Chaotic motion and statistical nuclear theory.- Tests of spectrum and strength fluctuations with proton resavances.- Survey of correlation properties of polyatomic molecules vibrational energy levels using F. T. analysis.- Nuclear level densities and level spacing distributions.- Recent progress in the theory of random-matrix models.- Spectral fluctuations and time-reversal invariance.- Antiunitary symmetries and energy level statistics.- Spectral statistics of scale invariant systems.- Spectral fluctuations in the three-level LMG model.- Fluctuation properties of regular and irregular spectra.- Numerical calculation of correlation properties of sparse real symmetric random matrix.- Energy level fluctuations for ‘deformed’ ensembles.- Qualitative properties of eigenfunctions of classically chaotic Hamiltonian systems.- Quantum ergodicity in a quantum measure algebra: Intensity fluctuations in molecular spectra.- A bound on time-reversal noninvariance from transition-strength fluctuations.- Semiclassical energy spectrum of quasi-integrable systems.- Localization in the quantum description of the periodically perturbed rotor.- From localized to extended states in a time-dependent quantum model.- Quantum limitations of chaos and subthreshold ionization in hydrogen atom.- Resonance overlap in quantum systems.- On the universality of fluctuations of energy and quasi-energy spectra.- Probability flow in multi-step reactions.- A macroscopic approach to statistical phenomena.- Statistical origin of complex particles in intermediate energy heavy ion reactions.- Quantum statistical aspects of non-equilibrium particle emission in intermediate-energy nucleus-nucleus collisions.- Statistical theory of precompound nuclear reactions.- Large scale nuclear collective motion: From local RPA to transport theory.- Statistical features of the effective Hamiltonian and the many body bound state problem.- Regularity of motion and spectra: Polyatomic rotation and vibration.- Resonances and resonant states in non-local potentials.- Integrability, chaos and nonlinear superposition formulas for differential matrix Riccati equations.