Latest Articles for Mathematical Modeling

Explore how opinions change and form consensus in networks through the voter model.

Examining how non-Newtonian fluids behave during chemical reactions.

A combined model enhances insights into genetic diversity in populations.

Examining how randomness affects passive quantities in fluid dynamics and its practical implications.

Exploring how noise affects wave dynamics in biological systems through advanced models.

A new approach for nonlinear systems enhances modeling efficiency and accuracy.

Research uses mathematical models to optimize cancer drug treatment strategies.

A look at methods to analyze shifts in evolving data.

Researchers enhance population models to include random changes affecting long-term outcomes.

A look at three celestial bodies and their gravitational interactions.

Investigating how random particle movements relate to phase changes in different systems.

A fresh perspective on fluid dynamics using sub-Riemannian Navier-Stokes equations.

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

A new method speeds up model order reduction, enhancing efficiency in complex simulations.

A study reveals new insights into the DNA replication process.

New architectures for VQAs improve solutions for complex equations using quantum techniques.

Exploring the effects of fluid and mechanical interactions in fractured geological systems.

Exploring how diffusion models transform and generate data through systematic noising and de-noising.

A method to analyze fluid behaviors at sharp boundaries and interfaces.

This study explores how boundaries affect dimer arrangements in finite systems.

Learn how Data Envelopment Analysis assesses organizational performance and efficiency.

Explore how coupled oscillators behave under various conditions and interactions.

This article investigates how to find integer solutions on cubic surfaces.

A closer look at how the hypersphere model helps understand viscous liquids.

A look at high-order numerical methods for fluid dynamics.

This article discusses how lung geometry affects the spread of respiratory viruses.

This method improves the solving of PDEs on surfaces that change shape over time.

Analyzing how random factors influence stability in complex systems.

MGMC method improves efficiency in sampling complex Gaussian distributions.

Harnessing NMPC for optimal performance in alkaline electrolyzer operations.

Research explores grain boundaries' motion using pseudo-parabolic equations.

Learn how predictions can enhance search strategies in various environments.

Examining binomial chains in population dynamics during epidemics.

Research focuses on optimizing the stable set problem in various graph types.

Examining how behaviors spread using hypergraph models.

This article presents a new method for simulating quantum systems with changing forces.

Research highlights traffic patterns and congestion near UNCC using iterative methods.

Discovering fresh insights into the universe's evolution and structure.

Study of charged particle movement in fluids under electric fields.

New insights into uncertainty management improve satellite trajectory predictions.