Latest Articles for Dynamic Systems

A new model enhances the Dean-Kawasaki equation for better particle dynamics analysis.

A deep dive into Markov chains and their behavior in compact spaces.

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

Using Echo State Networks for efficient optimization in thermoacoustic systems.

Exploring how Fibonacci patterns influence chaotic system behaviors and outcomes.

Pace adapts learning processes in real-time for lifelong reinforcement learning.

A new approach combines model-based and model-free strategies for better system performance.

Introducing a new method to enhance state space models in dynamic systems.

A look into EDMD's role in understanding chaotic systems like interval maps.

This article discusses methods for sensitivity analysis in biological modeling.

A method for calculating Lyapunov exponents in renewal equations to study system behavior.

Analyzing how initial randomness influences solution behavior in the cubic Szego equation.

Examining temporal graphs reveals complexities and methods for efficient problem-solving.

A look into KAE EnKF and its applications in modeling complex systems.

Exploring stability and control in systems with finite switches.

A study on how compressible fluids and elastic structures interact in various fields.

A study on Steiner cuts and their applications in dynamic graph changes.

This article explores how heavy and light particles interact with changing energy surfaces.

This article examines how blue and red colors spread in shared spaces.

Innovative approaches improve state and parameter estimation in changing systems.

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

Learn about model identification methods in control systems and their significance.

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

Tracking movement through videos simplifies the study of complex systems.

Sequential policies improve performance in dynamic algorithm configuration with interrelated choices.

A look into the behavior of systems influenced by time delays and fluctuations.

This study investigates stability in forced Lur'e systems within engineering applications.

A look into establishing criteria for solutions in parabolic Cauchy problems.

A look into the Heisenberg group and its impact on sub-Riemannian geometry.

A study of states of matter and their interactions over time.

Examining the links between two notable solutions in the three-body problem.

This paper presents a new approach for efficient reachability analysis in complex control systems.

A novel approach to understanding how retinal neurons respond to changing visuals.

Exploring diverse orbit behaviors in torus maps and their implications in dynamics.

Learn how reactive graphs adapt in response to user interactions.

Introducing ODGR and GATLing for flexible goal recognition in dynamic environments.

A novel approach to enhance query evaluation in dynamic data streams.

A study on improving control strategies for systems with time delays.

Explore the role of tropical matrices in understanding dynamic systems and their stability.

A new method enhances learning from expert demonstrations using closed-loop control.