Latest Articles for Mathematical Modeling

This study examines the effects of alternative Gibbs measures in hard-core models.

Examining fluid behavior and the significance of singularities in dynamic systems.

This article examines the behavior of theta neuron networks and their periodic activities.

Exploring the hybridized discontinuous Galerkin method for fluid dynamics.

Learn how birth-death processes impact cell growth and extinction.

This article examines how particles behave when confined in narrow spaces.

New methods enhance predictions in complex scientific systems with neural operators.

Understanding how conditional expectation aids in data analysis and denoising.

Research uncovers distinct Leray-Hopf solutions in fluid dynamics.

A look into the dynamics of interconnected oscillators and their behaviors.

A look into how neurons interact and the implications for brain disorders.

A look into how gravity influences the interaction of objects in space.

Analyzing the impact of regularity on solutions of parametric eigenvalue problems.

A data-driven approach improves accuracy in estimating temporal averages for chaotic systems.

Utilizing ANOVA for efficient function approximation in complex data analysis.

Researchers investigate methods to prevent cancer cells from resisting targeted therapies.

Study explores how fluids behave under gravity, focusing on shear-free models.

Examines safety and liveness concepts in quantitative automata for system verification.

Explore the damped quantum harmonic oscillator and its significance in modern physics.

This article explores early noise effects on population dynamics using a new numerical method.

Analyzing the complexities of disease transmission in social networks through graphs.

This study examines how charged particles behave over time in plasma systems.

Learn how Laguerre functions help analyze time delays in various systems.

RES extends Boolean systems, enhancing analysis of real number relationships.

Research reveals connections in the brain change before and during seizures.

An overview of Lamé's equation and its implications for stability.

This article discusses the finite expression method for solving complex state transitions.

A new algorithm enhances efficiency in solving mean payoff games.

A study of turbulence dynamics using reduced-order models reveals complex interactions.

This study explores how the Pólya urn model aids in understanding viral genetics.

An in-depth look at how sound waves interact with various objects.

A closer look at how scientists study chaotic systems and their behaviors.

Analyzing how shear forces influence droplet creation in various industries.

A new method improves gene regulation analysis by accounting for fluctuations in biological systems.

This research examines a mathematical model for understanding grain dynamics in materials.

A study on how tumor cells and healthy cells interact over time.

An analysis of random particle movement and interactions over time.

Researchers are enhancing CAR T-cell therapy effectiveness against solid tumors.

New model enhances predictions for bladder cancer therapy outcomes using patient traits.

A new model examines the behavior of gas clouds during collapse and expansion.