Latest Articles for Chaos Theory

Researchers study stability and blowup solutions in the complex Ginzburg-Landau equation.

Examining metrics and regularity in complex dynamical systems.

Using machine learning to distinguish chaotic and regular behaviors in Hamiltonian systems.

Exploring the dynamics and properties of Anosov diffeomorphisms on complete open surfaces.

Explore how coupled oscillators behave under various conditions and interactions.

Investigating quantum chaos through eigenstate correlations and the partial spectral form factor.

Explore the links between chaos, geometry, and prime numbers.

This article explores quantum chaos via correlation functions and various models.

A look into wandering sets and inner mappings in dynamical systems.

Exploring ergodic endomorphisms and their significance in mathematics.

Examining how slow evolution affects information scrambling in quantum systems.

Explore how random time steps improve solutions to ordinary differential equations.

Examining how energy loss influences behavior in dynamic fractional systems.

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

Exploring shrimp-shaped domains in dissipative asymmetric kicked rotor maps.

A look at the complex behaviors of the Thomas Attractor through a single control parameter.

Exploring chaotic behavior in the Ikeda map through dynamical systems.

Shearless curves help organize particle movement in chaotic systems.

Research on fractional differential equations reveals new insights into dynamic systems.

Exploring the potential of memristors in chaotic behavior for advanced applications.

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

Examining particle movement in complex systems with transport barriers.

This article explores the behavior of charged particles in a Magnetic Maze.

Exploring correlations and dynamics in chaotic systems with neutral centers.

A look into chaotic behavior and its mathematical models.

Examining periodic points reveals stability within chaotic dynamical systems.

New methods improve Lyapunov exponent calculations, aiding chaos analysis.

A complex version of the logistic map incorporates fractional order for better modeling.

This study reveals the complex dynamics of kicked tops under chaotic conditions.

Exploring chaotic behavior in fluid dynamics through Taylor-Couette flow findings.

Exploring nonequilibrium behaviors in quantum systems reveals complex dynamics and thermalization processes.

This article examines how linked oscillators can lead to unexpected extreme events.

A look into the behaviors of two key oscillators in physics.

A look at how entropy links classical motion and quantum behavior.

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

This article examines how Liénard oscillators reveal extreme events in nature and technology.

Researchers improve predictions of chaotic systems using group convolutions.

Explore the intriguing world of quantum scars and ergodicity.

A look into how chaos affects trade and movement in simplified networks.

Scientists use super-resolution to clarify chaotic fluid flows from noisy data.