Latest Articles for Chaos Theory

This study presents a neural network designed to understand periodic systems.

A look at the unique states in quantum systems amid chaos.

Stochastic resetting enhances search processes by addressing noise-enhanced stability.

Our research shows conditions for stability in the chaotic Lorenz system.

Examining the FPUT model's insights into quantum states and their behaviors.

Examining the relationship between entanglement dynamics and classical chaos in quantum many-body systems.

A look into the properties and applications of imaginary chaos in mathematics.

Integrating classical chaos concepts to manipulate ultracold quantum systems effectively.

Analyzing chaotic behaviors in a system of coupled pendulums with changing lengths.

Discover how piecewise-linear maps lead to complex behavior and chaos.

This paper investigates the impact of simplicity bias on one-dimensional dynamical systems.

Examining how symmetries affect quantum state designs and their implications.

Study of interacting systems reveals insights into complex dynamics.

Examining how the Krylov-Wigner function influences Wigner negativity in chaotic quantum systems.

An in-depth look at Anosov flows and their key properties.

Explore how OTOC sheds light on chaotic behavior in quantum systems.

Examining how point vortices interact and evolve in fluid dynamics.

TreeDOX offers a simpler approach to predicting chaotic systems using past data.

Examining how dual-unitary circuits maintain stability under small changes and chaotic behavior.

A look into the unpredictable behavior of the double pendulum system.

Exploring how noise affects changes in fluid flow behaviors and patterns.

Exploring the effects of randomness in complex systems over time.

Examining how sudden changes impact the chaotic nature of Lorenz flows.

Examining the interplay between chaos and quantum behavior in various systems.

Investigating chaotic quantum systems reveals key differences between sparse and dense behaviors.

Exploring the effects of scarring and antiscarring in quantum systems.

Discover how deterministic chaotic maps influence the emergence of normal distributions.

Exploring the relationship between chaotic systems and their impact on cryptography.

Investigating the link between chaos and prime numbers through the Riemann Hypothesis.

Exploring the link between chaos theory and black holes.

Study reveals key differences in quantum system behaviors under varying conditions.

Examining chaotic behavior in biodiversity through Lotka-Volterra and May-Leonard models.

A new photonic reservoir computer enhances predictions using optical fibers and Rayleigh backscattering.

Research sheds light on phase turbulence and its relation to chaotic systems.

This article investigates quantum state similarities using circuits and their chaotic behavior.

A new method improves trajectory classification in Hamiltonian systems, enhancing efficiency and accuracy.

A look into how dissipative systems behave over time and their implications.

Explore the impact of pluripotency on dynamic behaviors in complex systems.

Exploring how Fibonacci patterns influence chaotic system behaviors and outcomes.

This model reveals how quantum systems behave under chaotic conditions.