Latest Articles for Numerical Experiments

Efficient placement of agents to monitor environments with obstacles.

Exploring integrative methods for mobile manipulators in dynamic environments.

Exploring the nature and implications of quantum entanglement in modern science.

Researchers improve methods for identifying hidden shapes using boundary measurements.

A method to solve unsymmetric saddle-point problems effectively using inexact solutions.

Improved algorithms for DC programming enhance optimization in machine learning and image processing.

Improving aircraft efficiency through innovative GMRES optimization methods.

Introducing FB-LTS, a method improving efficiency in shallow water simulations.

Discover how machine learning is tackling complex partial differential equations.

New method enhances efficiency in solving optimal control problems with PDEs.

New strategies aim to reduce emissions in aviation using formation flying.

A novel method improves fluid behavior modeling using ten-moment equations.

This article discusses methods for simulating groundwater seepage accurately.

Exploring materials' properties through innovative scattering methods and imaging techniques.

Researchers enhance population models to include random changes affecting long-term outcomes.

A study on methods for calculating demagnetization fields in magnetic materials.

A study on improving solutions for boundary conditions in mathematics and engineering.

A method to model dynamic systems with improved efficiency.

MGMC method improves efficiency in sampling complex Gaussian distributions.

A new method improves solutions to complex elliptic PDEs in engineering and science.

New methods improve accuracy in fluid-solid interaction modeling within poroelasticity.

A look at the reflective block Kaczmarz algorithm and its applications.

A fresh approach to boundary value problems using dipole simulation method shows promising results.

A method for detailed signal analysis over time and frequency.

This study examines the stochastic Allen-Cahn equation and its long-term behavior.

Introducing PI-TFPONet: a method for solving parametric PDEs without large datasets.

A new method improves parameter estimates in inverse problems affected by noise.

Innovative numerical strategies improve understanding of water flows in diverse environments.

A method to identify data changes across sensors with minimal false alarms.

A fresh look at the quantum Hopfield model reveals new insights.

Scientists tackle messy data in imaging to reveal hidden information.

Learn how polynomials help us make better guesses and manage errors.

Learn the basics of the Klein-Gordon equation and HDG method clearly.

Two new algorithms enhance online optimization in dynamic environments.

Learn how fiber orientation and uncertainty impacts the strength of materials.

Scientists investigate slow-moving particles and point sources to protect our environment.

A look into how Fractional Brownian Motion models randomness in various fields.

Dive into the exciting world of two-phase fluid interactions and modeling methods.

Learn how advanced models clear noise from images for better clarity.

Learn how quantum computers could change the way we solve complex equations.