Latest Articles for Engineering

New method improves cooling of trapped ions for quantum computing.

Learn about splitter networks and their role in efficient item management.

An interactive tool helps students create formal mathematical specifications.

Learn how fluid dynamics concepts illuminate financial market behaviors.

Examining how static and evolving disorder affect wave movement in materials.

A look into understanding sudden changes in mathematical functions.

A look into how jamming affects materials in various systems.

Researchers teach quadcopters to mimic fly landings on inverted surfaces.

New hybrid models improve predictions of material behavior under cyclic stress.

Investigating wave propagation using fractional operators and advanced numerical methods.

Discovering shapes that minimize eigenvalues within volume limits.

An examination of curves, Brill-Noether loci, and their mathematical relationships.

Research shows promise in using AI to improve fluid flow predictions.

A novel approach to tackle elasticity in materials with uncertain properties.

A look into the unpredictable behavior of the double pendulum system.

A look at how the Half Space Property simplifies geometric understanding.

A look into eigenvalues and their significance in shapes and spaces.

Examining how polymers react under stress during capillary-driven flows.

New methods improve accuracy and speed in predicting material fatigue.

A new method combines algorithms to tackle multi-objective optimization challenges.

A new method enhances solutions for Navier-Stokes equations in fluid dynamics.

Understanding source locations through wave measurements revolutionizes various scientific fields.

A new method reduces artificial sound waves in fluid flow simulations.

A clear guide to matrices, their types, and uses in various fields.

Discover the connection between curves and minimal surfaces in mathematics.

New model enhances real-time video analysis with effective motion magnification.

A new method blends local and nonlocal modeling to improve accuracy and reduce costs.

This article discusses a new method for analyzing digital circuits using hybrid models.

A new approach using graph neural networks for efficient multiscale material simulations.

This article examines how soft tissues react to various forces.

Exploring new techniques in finite element methods for practical applications.

Discover the role of fractional diffusion equations in complex systems.

BEATLE showcases the potential of self-reconfigurable aerial robots in various fields.

A new wall-model improves turbulent flow predictions with reduced computational costs.

Exploring how synchronized oscillators react to noise and influence system stability.

A look at Riemannian Convex Bundle Method for complex optimization problems.

Discover the importance and applications of complex surfaces in mathematics and physics.

A new benchmark assesses voice recognition systems' performance amidst various disturbances.

Introducing a method that improves optimization results using higher-order approximations.

Recent models improve our understanding of fluid turbulence in natural and industrial systems.