# Quantum chaos and dynamical systems

**Type:** Topics  
**Canonical URL:** https://scholariq.org/topics/quantum-chaos-and-dynamical-systems/

## Facts

| Field | Value |
| --- | --- |
| Description | 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. |
| Domain | Physical Sciences |
| Field | Physics and Astronomy |
| OpenAlex ID | t11261 |
| Works | 21 |

## Topic papers all

Showing 15 of 21.

- [Coherent states: Theory and some applications](https://scholariq.org/papers/coherent-states-theory-and-some-applications/)
- [Some physical applications of fractional Schrödinger equation](https://scholariq.org/papers/some-physical-applications-of-fractional-schrodinger-equation/)
- [Time-asymmetric loop around an exceptional point over the full optical communications band](https://scholariq.org/papers/time-asymmetric-loop-around-an-exceptional-point-over-the-full-optical/)
- [Inverse Sturm–Liouville Problems](https://scholariq.org/papers/inverse-sturm-liouville-problems/)
- [Finite-time chaos control via nonsingular terminal sliding mode control](https://scholariq.org/papers/finite-time-chaos-control-via-nonsingular-terminal-sliding-mode-control/)
- [Sliding mode control for chaotic systems based on LMI](https://scholariq.org/papers/sliding-mode-control-for-chaotic-systems-based-on-lmi/)
- [Stability and stabilization of periodic piecewise linear systems: A matrix polynomial approach](https://scholariq.org/papers/stability-and-stabilization-of-periodic-piecewise-linear-systems-a-matrix/)
- [Kolmogorov–Arnold–Moser theorem](https://scholariq.org/papers/kolmogorov-arnold-moser-theorem/)
- [Nuclear fission viewed as a diffusion process: Case of very large friction](https://scholariq.org/papers/nuclear-fission-viewed-as-a-diffusion-process-case-of-very-large-friction/)
- [Singular reduced-order observer-based synchronization for uncertain chaotic systems subject to channel disturbance and chaos-based secure communication](https://scholariq.org/papers/singular-reduced-order-observer-based-synchronization-for-uncertain-chaotic/)
- [Inhibition of chaotic escape from a potential well by incommensurate escape-suppressing excitations](https://scholariq.org/papers/inhibition-of-chaotic-escape-from-a-potential-well-by-incommensurate-escape/)
- [Taming chaos in damped driven systems by incommensurate excitations](https://scholariq.org/papers/taming-chaos-in-damped-driven-systems-by-incommensurate-excitations/)
- [The creation of strange non-chaotic attractors in non-smooth saddle-node bifurcations](https://scholariq.org/papers/the-creation-of-strange-non-chaotic-attractors-in-non-smooth-saddle-node/)
- [Rotation numbers for quasiperiodically forced circle maps - Mode-locking vs strict monotonicity](https://scholariq.org/papers/rotation-numbers-for-quasiperiodically-forced-circle-maps-mode-locking-vs-strict/)
- [On the structure of strange non-chaotic attractors in pinched skew products](https://scholariq.org/papers/on-the-structure-of-strange-non-chaotic-attractors-in-pinched-skew-products/)

## Topic primary papers

- [Coherent states: Theory and some applications](https://scholariq.org/papers/coherent-states-theory-and-some-applications/)
- [Kolmogorov–Arnold–Moser theorem](https://scholariq.org/papers/kolmogorov-arnold-moser-theorem/)
- [Inhibition of chaotic escape from a potential well by incommensurate escape-suppressing excitations](https://scholariq.org/papers/inhibition-of-chaotic-escape-from-a-potential-well-by-incommensurate-escape/)
- [Rotation numbers for quasiperiodically forced circle maps - Mode-locking vs strict monotonicity](https://scholariq.org/papers/rotation-numbers-for-quasiperiodically-forced-circle-maps-mode-locking-vs-strict/)
- [The creation of strange non-chaotic attractors in non-smooth saddle-node\n bifurcations](https://scholariq.org/papers/the-creation-of-strange-non-chaotic-attractors-in-non-smooth-saddle-node-n/)

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Source: ScholarIQ — public research metadata, principally OpenAlex. See https://scholariq.org/sources/ for provenance and https://scholariq.org/methodology/ for what these figures mean.