Latest Articles for Mathematical Modeling

Explore the statistical tools for modeling and analyzing random events.

Learn how to model and observe agent behavior through their measurements.

A study on how boundaries and interactions shape collective movements.

This article explores the complex interactions of Q-lumps during scattering events.

A new approach addresses uncertainty in distributing benefits among coalitions.

A look at methods for modeling and solving port-Hamiltonian systems.

A look into the dynamics of inflationary models and their significance.

Understanding how organisms move reveals crucial insights into population changes.

An in-depth look at the complexities of wall-bounded turbulence in fluid dynamics.

New methods improve teamwork in public health decision-making through stock and flow modeling.

An overview of ocean dynamics and the role of eddy parametrization in modeling.

A new logic merges counting and structural properties for better reasoning.

Research focuses on fission properties of Curium and Californium isotopes.

A look at symbolic regression methods for finding mathematical relationships in data.

This paper presents a new method to assess self-adjointness in Weyl pseudodifferential operators.

Exploring stability of bubble solutions in generalized Hartree equations.

A mathematical approach to improve satellite tracking accuracy using Kalman filter techniques.

This study uses the Morse potential to examine neutron-proton scattering.

A deep dive into branching place bisimilarity in Petri nets.

An overview of important models for managing infectious diseases.

Exploring partition refinement in finite automata for efficient sorting.

This article examines particle behavior under non-normalizable quasi-equilibrium states.

A study on mathematical models for shallow water wave behavior.

A look into how ecosystems adapt to environmental changes.

Examining how randomness impacts ocean wave dynamics in a shallow water model.

New numerical scheme maintains key properties for shallow water wave models.

Exploring the dynamics of kink interactions in field theory.

Using math to predict and control HIV/AIDS spread effectively.

Methods for quick and accurate pressure calculations in incompressible fluid flow.

New models and methods improve predictions of tumor behavior and treatment response.

This article examines COVID-19 variants, their spread, and implications for public health.

Exploring the role of neural oscillators in advancing machine learning technologies.

This article explores a new AI method for studying neuron models effectively.

Research on DIPs shows promise in reducing SARS-CoV-2 replication.

This article investigates how biological systems manage noise and variability.

This article examines how rare events influence chaotic systems and proposes new methods for analysis.

Learn how corrected Poisson approximations enhance modeling of independent events.

A method to manage particle density using a single control signal.

A new hybrid model enhances CHO cell performance in bioreactors.

This study investigates how seabed friction affects water wave behavior.