Latest Articles for Mathematical Modeling

Examining learning efficiencies of heavy-tailed algorithms and their generalization properties.

This article covers the narrow escape problem and its implications across various scientific fields.

Study improves simulations of small spheres swimming close to boundaries.

A look into cavitation, its causes, effects, and analysis.

Researchers analyze cell behavior using kinetic models to uncover movement patterns.

Examining how geographic and social factors shape human connections in networks.

Examining how specific interactions affect quantum behavior in harmonic oscillators.

An insight into Navier-Stokes-Cahn-Hilliard equations for fluid dynamics and phase separation.

Researchers develop a model for better tracking soot behavior in combustion.

A look into how ocean floor shape affects wave dynamics.

New methods for estimating random event processes from limited data.

New insights show isolated fixed points complicate control in biological systems.

This study examines glioma cell migration using advanced mathematical techniques.

A closer look at non-local effects in mathematical modeling.

Exploring how individual movement affects epidemic dynamics and disease outcomes.

Learn how math helps us find safer paths during the Covid-19 pandemic.

Examining the behavior and interactions of gas bubbles in changing liquid conditions.

A new solver method improves efficiency for Cahn-Hilliard equation in materials science.

A look into errors in communication systems and how to improve data transmission.

An overview of models predicting infectious disease transmission in populations.

Researchers study calcium oscillations to understand liver cell behavior.

This study connects resonance counting to measurable physical quantities in smaller quantum systems.

Researchers study Weyl fermions and their behaviors on curved surfaces under gravity's influence.

Exploring the behavior of inertia-gravity waves in geophysical vortices.

Learn how the Volterra-Heston model prices geometric Asian options.

Explore enhanced stability and accuracy in solving hyperbolic differential equations.

A new model simulates growth and movement of epithelial cells in tissues.

A deep dive into methods for estimating the mean of probability distributions.

A look into how electrical measurements reveal hidden materials in solid objects.

Explore the significance of non-interpenetration in material deformation and engineering.

Examining preference structures to enhance collective decision-making processes.

Exploring how populations change through interaction and competition.

Exploring the patterns and stability of water waves through mathematical models.

A new algorithm improves material efficiency in packing irregular shapes.

Introducing a method that enhances analysis of complex surface data in multiple fields.

Examining how point vortices interact and evolve in fluid dynamics.

A new approach to improve investment strategies through player interactions analysis.

New model improves performance of coherent Ising machines in complex computations.

This article examines interactions between two populations separated by a barrier.

This study examines fluid behavior in porous materials using a two-scale approach.