Physical Sciences → Physics and Astronomy → Statistical and Nonlinear Physics
Quantum chaos and dynamical systems
This cluster of papers explores the characterization and properties of chaotic quantum dynamics, including the study of Lagrangian coherent structures, semiclassical theory, level fluctuation laws, decoherence rates, and quantum resonances. It covers a wide range of topics from quantum chaos to dynamical systems and Hamiltonian dynamics.
84.9K works worldwide1.1M citations
Quantum ChaosLagrangian Coherent StructuresSemiclassical TheoryLevel Fluctuation LawsDecoherence RateDynamical SystemsWave Packet RevivalsHamiltonian DynamicsRandom MatricesQuantum Resonances
Journals publishing in this area
Articles on Scinovex in this research area
5 articles, most cited first
- Improvement of hill's classical method in image cryptographyInternational Journal of Statistics and Applied Mathematics · 2017 · 11 citations
- The role of symmetry in solving large-scale eigenvalue problems: Applications to quantum mechanics and vibrational analysisInternational Journal of Statistics and Applied Mathematics · 2025 · 0 citations
- Decomposing selberg trace formula applications to spectral counting with applications to gobi oasis water table dataInternational Journal of Statistics and Applied Mathematics · 2025 · 0 citations
- A study of the bi-shadowing property on topologically conjugate dynamical systems on group spaceInternational Journal of Statistics and Applied Mathematics · 2024 · 0 citations
- Characterizing eigenvalue distribution in random matrices with applications to Yangtze River flow dynamicsInternational Journal of Statistics and Applied Mathematics · 2024 · 0 citations