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Relevance of chaos in numerical solutions of quantum billiards
Baowen Li
, Marko Robnik
, Bambi Hu
Department of Physics
Centre for Nonlinear Studies
Research output
:
Contribution to journal
›
Journal article
›
peer-review
17
Citations (Scopus)
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Dive into the research topics of 'Relevance of chaos in numerical solutions of quantum billiards'. Together they form a unique fingerprint.
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Keyphrases
Absolute Value
33%
Billiards
66%
Boundary Integral Method
66%
Chaotic System
33%
Circular Annulus
33%
Classical Chaos
33%
Classical Dynamics
33%
De Broglie Wavelength
33%
Decomposition Method
66%
Discretization Formula
66%
Energy Eigenvalues
33%
Ergodic
33%
Error Equation
33%
Fixed-density
33%
Integrable Systems
33%
Kolmogorov
33%
Kolmogorov Entropy
33%
Level Spacing
33%
Lyapunov Exponent
33%
Numerical Accuracy
33%
Numerical Investigation
33%
Numerical Methods
33%
Numerical Solution
100%
Plane Wave Decomposition
66%
Quantum Billiards
100%
Quantum Chaos
33%
Rectangle
33%
Sinai Billiard
33%
Stadium
33%
Systematic Error
33%
Mathematics
Absolute Value
50%
Circle
50%
Decomposition Method
100%
Discretization
100%
Ergodic System
50%
Ergodicity
50%
Lyapunov Exponent
50%
Mathematical Method
50%
Numerical Solution
100%
Plane Wave
100%
Systematic Error
50%
Physics
Boundary-Integral Method
100%
De Broglie Wavelengths
50%
Integrable System
50%
Lyapunov Exponent
50%
Mathematical Method
50%
Numerical Solution
100%
Plane Wave
100%
Quantum Chaos
50%