Latest Articles for Lyapunov Exponent

Machine learning techniques offer fresh insights into unpredictable chaotic systems.

This study explores how non-linearity affects chaotic behavior in the kicked top model.

Exploring chaotic behavior in the Ikeda map through dynamical systems.

Research uncovers chaotic behavior of particles near black p-branes.

Exploring the Burgers equation's role in fluid dynamics and chaotic behavior.

This article examines how noise alters behavior in high-dimensional dynamical systems.

Exploring the complex behavior of Anosov geodesic flow in dynamical systems.

New methods improve Lyapunov exponent calculations, aiding chaos analysis.

A look at the kicked rotator model and its implications for understanding chaotic systems.

Learn how scientists measure and analyze extreme events in our world.

A look into critical states and their significance in disordered materials.

Examining how randomness affects complex systems and chaos theory.

Exploring the unpredictable patterns in trapped Bose-Einstein condensates.

A new method enhances how robots learn tasks using reward functions based on Lyapunov exponents.

Researchers uncover the role of chaos in quarks and closed strings.

A look at the surprising behaviors of the Gauss map and its implications.

Discover the fascinating behavior of waves in non-Hermitian systems.

Discover the quirky world of random maps and their long-term behavior.

Researchers use Lyapunov exponents to improve robot stability for diverse tasks.

Exploring the balance between chaos and predictability in mathematical systems.

Exploring maximal entropy and ergodic measures in chaotic dynamical systems.

Learn how chaos in systems can be managed through stochastic resetting.