Latest Articles for Bifurcation

Study the movements of fluids influenced by temperature differences in vertical settings.

This study examines phase transitions using the Cahn-Hilliard problem in unique geometries.

Study reveals how temperature differences affect fluid behavior in vertical channels.

Exploring the link between chaotic dynamics and electrical systems for better designs.

Analyzing stability changes in fractional differential equations with delays for real-world applications.

Exploring how energy influences the motion of potassium cyanide molecules.

Examining how small changes affect complex mathematical systems.

A study on how agents make decisions in competitive environments using mean-field games.

Exploring the dynamics of particles within accelerator systems for improved performance.

Examining how different waves interact with Burgers bores in fluid dynamics.

An exploration of tipping points and their impact on complex systems.

A mathematical model examines interactions between coral reefs and harmful macroalgae.

This article examines chaotic behavior in neuron models, focusing on the Rulkov neuron.

Learn how slight adjustments can dramatically alter system behavior across various fields.

A look into the chaotic behavior of three-dimensional maps.

Explore how slight changes impact planetary orbits and behaviors in three-body systems.

A look into the behaviors of Van der Pol-Duffing oscillators in various systems.

Exploring chaos in the dissipative quantum kicked top model and its dynamics.

This article explores the behaviors of filaments influenced by external forces.

A look into spin Hamiltonians and their role in quantum phase transitions.

Examining how small chemical systems dramatically change under varying conditions.

A new approach to forecast changes in complex systems using reservoir computing.

Study reveals complex behavior in counter-rotating Taylor-Couette flow through period doubling.

Examining how diffusive memristors generate voltage spikes and their potential uses.

Exploring how the Kuramoto model enhances reservoir computing performance in machine learning.

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

This article examines how linked pendulums interact and influence each other's motion.

Examining how elastic materials change shape under applied forces.

Discover how droplets interact with surfaces through contact angle and friction.

Serpentine structures offer flexibility and stability for innovative applications in technology.

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

This article examines how noise and connections shape neuronal activity patterns.

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

Study examines how inverted flags interact with flowing fluids and their energy capture potential.

Exploring chaotic behavior in the Ikeda map through dynamical systems.

Shearless curves help organize particle movement in chaotic systems.

A look into predator-prey relationships and ecological models.

Examining decision-making through logit learning empowers insights into cooperation and competition dynamics.

BIFURC helps medical staff locate veins and arteries quickly in emergencies.

A look at how the Swift-Hohenberg equation reveals patterns in nature.