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Quantum Chaos and Statistical Nuclear Physics

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Cover of 'Quantum Chaos and Statistical Nuclear Physics'

Table of Contents

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    Book Overview
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    Chapter 1 Riemann's Zeta function: A model for quantum chaos?
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    Chapter 2 Spectral fluctuations of classically chaotic quantum systems
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    Chapter 3 Chaotic motion and statistical nuclear theory
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    Chapter 4 Tests of spectrum and strength fluctuations with proton resavances
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    Chapter 5 Survey of correlation properties of polyatomic molecules vibrational energy levels using F. T. analysis
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    Chapter 6 Nuclear level densities and level spacing distributions
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    Chapter 7 Recent progress in the theory of random-matrix models
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    Chapter 8 Spectral fluctuations and time-reversal invariance
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    Chapter 9 Antiunitary symmetries and energy level statistics
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    Chapter 10 Spectral statistics of scale invariant systems
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    Chapter 11 Spectral fluctuations in the three-level LMG model
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    Chapter 12 Fluctuation properties of regular and irregular spectra
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    Chapter 13 Numerical calculation of correlation properties of sparse real symmetric random matrix
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    Chapter 14 Energy level fluctuations for ‘deformed’ ensembles
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    Chapter 15 Qualitative properties of eigenfunctions of classically chaotic Hamiltonian systems
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    Chapter 16 Quantum ergodicity in a quantum measure algebra: Intensity fluctuations in molecular spectra
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    Chapter 17 A bound on time-reversal noninvariance from transition-strength fluctuations
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    Chapter 18 Semiclassical energy spectrum of quasi-integrable systems
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    Chapter 19 Localization in the quantum description of the periodically perturbed rotor
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    Chapter 20 From localized to extended states in a time-dependent quantum model
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    Chapter 21 Quantum limitations of chaos and subthreshold ionization in hydrogen atom
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    Chapter 22 Resonance overlap in quantum systems
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    Chapter 23 On the universality of fluctuations of energy and quasi-energy spectra
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    Chapter 24 Probability flow in multi-step reactions
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    Chapter 25 A macroscopic approach to statistical phenomena
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    Chapter 26 Statistical origin of complex particles in intermediate energy heavy ion reactions
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    Chapter 27 Quantum statistical aspects of non-equilibrium particle emission in intermediate-energy nucleus-nucleus collisions
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    Chapter 28 Statistical theory of precompound nuclear reactions
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    Chapter 29 Large scale nuclear collective motion: From local RPA to transport theory
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    Chapter 30 Statistical features of the effective Hamiltonian and the many body bound state problem
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    Chapter 31 Regularity of motion and spectra: Polyatomic rotation and vibration
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    Chapter 32 Resonances and resonant states in non-local potentials
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    Chapter 33 Integrability, chaos and nonlinear superposition formulas for differential matrix Riccati equations
Attention for Chapter 15: Qualitative properties of eigenfunctions of classically chaotic Hamiltonian systems
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Chapter title
Qualitative properties of eigenfunctions of classically chaotic Hamiltonian systems
Chapter number 15
Book title
Quantum Chaos and Statistical Nuclear Physics
Published in
ADS, January 1986
DOI 10.1007/3-540-17171-1_15
Book ISBNs
978-3-54-017171-3, 978-3-54-047230-8
Authors

Eric J. Heller, Heller, Eric J.

Mendeley readers

Mendeley readers

The data shown below were compiled from readership statistics for 2 Mendeley readers of this research output. Click here to see the associated Mendeley record.

Geographical breakdown

Country Count As %
Unknown 2 100%

Demographic breakdown

Readers by professional status Count As %
Professor 1 50%
Student > Ph. D. Student 1 50%
Readers by discipline Count As %
Physics and Astronomy 1 50%
Unknown 1 50%