Latest Articles for Mathematical Modeling

A look at mathematical modeling of tumor growth and necrotic core formation.

Examining how non-Abelian coils oscillate and affect stability and chaos in particle physics.

An overview of how groups of animals move and interact.

Using deep learning to optimize gas-lifted oil wells improves efficiency and speeds up solutions.

New approaches enable efficient simulation of long-range kink interactions in field theories.

A method for calculating probabilities in systems with uncertain timing of observations.

This article examines how group dynamics affect the spread of diseases and behaviors.

A focus on refining parameter estimation enhances tumor growth model accuracy.

A method to control reaction-diffusion equations using finite-dimensional backstepping controllers.

An overview of malaria transmission dynamics and modeling approaches.

This article examines the role of vortex filaments in fluid turbulence.

Exploring linear regularity and strong CHIP in mathematical optimization.

Examining how nonlocal models reflect driver lane-changing actions.

This study examines how fluid behavior stabilizes over time in Couette flow.

Using MDPs to optimize thinning strategies for sustainable forest growth.

Discover how the Follmer flow transforms probability measures and its applications in various fields.

This article discusses solutions to the quasilinear Schrödinger equation in physics.

Examining how atmospheric waves affect weather patterns and energy transfer.

Examining Q-balls and their implications in the Friedberg-Lee-Sirlin model using effective field theory.

Study reveals the interaction between neurons and astrocytes in brain function.

Research reveals diverse non-radial solutions in coupled Schrödinger equations, enhancing understanding of complex behaviors.

Exploring how past events shape the fission process in atomic nuclei.

A new approach combines dynamic mode decomposition with time-dependent models for fluid dynamics.

Research reveals critical links between gliomas, glucose, and immune response.

A look at improving decision-making through faster value function approximations.

A look at Gaussian processes and splines for robot path tracking.

A look into how wealth distribution changes through random interactions.

This article presents a method for parameter estimation in the Hawkes process using discrete observations.

This article examines how lines influence biological invasions and disease spread.

This study investigates fluid dynamics with free boundaries and surface tension.

Examining how amorphous solids behave under stress through the Eshelby problem.

This study explores transitions in complex systems using long-range spectral statistics.

An overview of optimal strategies in deterministic game settings.

This study examines how nutrient availability affects ribosome production and degradation.

A novel approach enhances understanding of complex oscillatory systems.

Researchers analyze how diseases transmit in communities using advanced modeling techniques.

Learn strategies for controlling systems despite unknown variables.

New techniques improve Bayesian inference in complex, high-dimensional systems.

Exploring how attraction and repulsion shape animal and cell interactions.

Exploring how chemical interactions respond to changes in concentration and environment.