Latest Articles for Mathematical Modeling

Discover the unique properties and mysteries of Proca stars.

Exploring interactions in multispin systems and their implications.

A look at models predicting population dynamics and their implications in nature.

A look into adaptive networks and their role in system stability.

A look at how percolation theory and branching processes relate.

Explore the complex interactions within ecosystems through population dynamics.

Explore how network structures influence the spread of ideas and diseases.

Learn how Laplacian flows help explain consensus in complex networks.

A look at how uncertainty affects engineering and science.

Study reveals crucial details about particle behavior and fundamental physics laws.

A look at how the Burgers equation models fluid behavior.

Learn how to manage chemical reactions for better results.

A look into how cars or particles move and interact on a one-lane road.

Learn about Wilton ripples and their connection to the Kawahara equation.

Examining heart cell differences can improve cardiac modeling and health care.

A look at the complexities of predicting fluid behaviors over time.

Study of swarmalators reveals new states in collective movement and interaction.

Explore the rhythmic behavior of theta neurons and their interactions.

Analyzing how small changes affect rabbit populations using the Fisher-KPP equation.

A new method uses graphs to compare models of self-organization in living systems.

Breaking down equations in science and engineering for clearer answers.

A look into the strange interactions of open quantum systems.

Introducing a safety filtering framework for effective boundary control in dynamic systems.

New models enhance energy storage decision-making and operational efficiency.

Discover how POMDPs model decision-making with uncertainty and their real-world applications.

A method for solving Sobolev-type equations to study wave behaviors effectively.

Research focuses on how epithelial layers interact with their supporting stroma.

Exploring the dynamics of traveling waves in neural networks.

Explore how modified algorithms help decode chaotic systems like the Lorenz equations.

Explore how constraints shape tumor growth and immune responses.

Discover the latest developments in fuzzy cognitive maps and their real-world applications.

Researchers improve light pulse modeling in optical waveguides, enhancing telecommunications and medical tools.

Examining how tumor cells choose between migrating and growing.

Discover how chaotic flows mix particles in rivers, oceans, and bodies.

Discover how statistical models reveal system behaviors through splitting Gibbs measures.

Discover how robust regression enhances data analysis for better predictions.

Explore the unique behaviors of domain walls and their impact on physics.

Explore the transformative role of UDEs in biological modeling.

Discover how cells move and interact in complex environments.

A deep dive into the significance of NLO solutions in particle physics.