Latest Articles for Dynamic Systems

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.

A look at extremum seeking control in multivariable dynamic systems.

This article examines wave behavior using nonlocal wave equations and their regularity.

Investigating the behavior and stability of contracting systems and their applications.

Discover how reward machines enhance player engagement and outcomes in game design.

LFIT2 offers a refined approach to learning logic from dynamic systems.

A look into polynomials, their roots, and dynamics in mathematics.

Introducing DEAN, a method to enhance AI category learning in dynamic environments.

New techniques improve efficiency in modeling complex systems.

A study on the dynamics of feed forward networks and their analysis methods.

A study on using bounding boxes for predicting object behavior in changing environments.

A new approach to find ODEs using active data collection techniques.

Explore parametric optimization and its impact on stability in dynamic systems.

A new approach improves control of complex dynamic systems using fuzzy logic and Markovian models.

Explore how tensor norms enhance accuracy in control and estimation methods.

A look into how reservoir computing manages multiple tasks and its challenges.

Exploring the links between Leavitt algebras, chip firing models, and symbolic dynamics.

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

New model DyGIS enhances learning from dynamic graphs using informative subgraphs.

A look at how statistics can reveal connections in complex data.

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

A look at mean-field Langevin dynamics in physics and machine learning.

Learn how horizontally stationary Bratteli diagrams simplify complex mathematical concepts.

This study enhances the Ensemble Kalman Filter for nonlinear applications.

A look into managing processes influenced by conditions and their control methods.

A comparison of filtering methods reveals new insights on model effectiveness.

Research reveals how active and passive segments impact polymer and chromatin dynamics.

A method to optimize decisions while ensuring safety in changing environments.

Learn about linear vector fields and their role in vector bundles.

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

Discover how EOS maps create patterns and attract numbers in a fascinating way.

This paper explores stability in symplectic groups using algebraic arc complexes.