Latest Articles for Mathematical Modeling

Exploring how patterns like stripes and spots form in living organisms.

A study on how agents make decisions in competitive environments using mean-field games.

This study examines the relationship between scalar responses and functional covariates using advanced statistical methods.

Study reveals how groups of neurons interact in unique configurations.

Exploring the dynamics of particles within accelerator systems for improved performance.

A fresh approach analyzes perturbations in relativistic stars for clearer stability insights.

A new model explains network hierarchies using fitness and preferential attachment.

An overview of strategies and objectives in two-player stochastic games.

Examining how different waves interact with Burgers bores in fluid dynamics.

Research shows how math can improve predictions for multiple myeloma treatment outcomes.

A look at Ginzburg-Landau dynamics and their application in various fields.

A new numerical approach to solve the fractional KdV equation effectively.

Understanding tumor growth through mathematical models aids in cancer treatment.

Introducing a precise method for third derivatives to improve wave equation analysis.

An exploration of tipping points and their impact on complex systems.

Examining how stochastic models help in predicting infectious disease spread.

A mathematical model improves the study of waves over swirling fluid flows.

This study focuses on refining models to simulate neuronal growth using Bayesian methods.

A look at how random movements impact connectivity in systems.

Exploring stability and control in systems with finite switches.

A look into how learning algorithms act in competitive two-player games.

Using advanced models to predict mosquito populations more accurately.

This paper analyzes multi-index models and their role in learning from data.

A look into advanced techniques for better data assimilation and filtering.

Exploring the stability of Stokes waves and the role of modulation instability.

A study on vortex configurations and particle dynamics in the Abelian Higgs model.

Learn how to apply transparent boundary conditions in solving the Schrödinger equation numerically.

A look at how string machines help process information in simpler ways.

Explore how to measure bandwidth in meager timed automata models.

Innovative methods for managing the movement of small satellites in formation.

A mathematical model examines interactions between coral reefs and harmful macroalgae.

A new diffusion model framework improves image restoration from degraded versions.

New models optimize cancer therapy while addressing heart risks from treatments.

Exploring how self-similarity aids in studying population dynamics and genetic variation.

A study on how compressible fluids and elastic structures interact in various fields.

Research examines activity patterns in circular QIF neuron networks.

A new method estimates parameters of neuron activity using real data.

Explore the Navier-Stokes equations and their role in fluid behavior.

Two innovative calibration methods enhance cardiovascular model accuracy for patient care.

Combining PDEs and ODEs for better disease spread predictions.