Latest Articles for Mathematical Modeling

Examining the EMI model for cell signal transmission in tissues.

A study on the area calculation of surfaces formed by vortex maps.

Study reveals how parallel cylinders affect fluid motion and forces in viscous flow.

This article discusses monolithic multigrid solvers for efficient fluid flow problem-solving.

A new method enhances marginal likelihood calculations in Bayesian statistics.

A look at the vital role of the ACC in global climate.

A look into how materials respond to stress and the role of randomness.

Explore solitons and their unique behavior in quasiperiodic lattices.

This article examines gas flow behavior near wedge shapes at supersonic speeds.

This article discusses modeling techniques for analyzing tumor growth and early detection.

Exploring the latest developments in Domain Decomposition Methods for complex problem solving.

New methods improve equations of state for neutron stars using Chebyshev polynomials.

Examining TASEP's particle behavior, shocks, and random initial conditions.

This article examines the behavior of vorticity in axisymmetric flows without swirl.

An overview of the Oseen eigenvalue problem and its significance in fluid dynamics.

This article explores how protein interactions create patterns in cellular processes.

This study examines fluid behaviors in Rayleigh-Bénard convection with rotation.

Study reveals how electrostatic forces affect soap film shape and stability.

A study on climbing skills evaluation using advanced modeling techniques.

A look at the challenges and insights from studying fluid behavior through the 2D Euler equations.

A look into new methods for designing optical systems using mathematical models.

An engaging look at branes, T-cones, and their roles in theoretical physics.

A look at the pulsation in quantum walks and its implications for search algorithms.

Exploring how models help us understand disease movement and control epidemics.

This article discusses methods for solving Fredholm integral equations of the second kind.

Discover the complex behaviors of waves in physics and their real-world applications.

A look at hybrid systems that balance smooth and dynamic motions.

A look at solving optimization problems amidst uncertainty and complexity.

Learn how scientists model air movement and improve weather predictions.

Learn how cubic Powell-Sabin splines create smooth curves in computer graphics.

Understanding waves, modulational instability, and their complex interactions.

An overview of data assimilation in complex, unpredictable systems.

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.