Latest Articles for Engineering

A new model improves predictions of groundwater flow over sloped impermeable layers.

Exploring the connections between spherical maximal functions, Hardy spaces, and Fourier integral operators.

A new approach transforms how we model fluid and solid interactions.

New methods enhance the Kaczmarz algorithm for solving dense linear systems.

A method to study seabed changes using shallow water wave measurements.

Using neural networks to solve complex partial differential equations efficiently.

This article explores how tracers move within polymer materials and its implications.

A new method to assess synchrony in groups with limited observations.

A new method enhances stability and adaptability for bipedal robots.

MKIDs enhance energy detection across various scientific fields.

This article presents a new method for quick pressure calculations from velocity data.

This study examines how wall shapes affect nonlinear acoustic wave behavior.

Explore how functional differential equations model systems with delays across various fields.

An overview of eigenvalue problems in fractional Laplacian and their applications.

This research explores how small changes in fluid flows lead to complex behaviors.

A new method improves robot movement by combining position and orientation controls.

A look into smoothing techniques for bilevel optimization and their benefits.

Discover how mathematical models explain phase transitions in materials and biological systems.

A new framework enhances safety testing for Cyber-Physical Systems, especially sUAS.

Understanding how neutral functional differential equations aid in studying material flow.

This method improves tracking of solutions in changing systems of equations.

A new method combines physics and machine learning for better predictions.

A method to validate network changes while preserving expected behaviors.

Study reveals insights on how pressure affects material states.

A method improves solutions for Navier-Stokes equations in fluid mechanics.

Research introduces new models for measuring elastic properties of biological tissues.

Exploring the features and implications of surfaces in mathematics and real life.

This method integrates surface and seepage flows for better water management.

A guide to sampling methods and strategies in black-box optimization.

Exploring blood drop evaporation and its implications in forensics and medicine.

Exploring local solutions for variational inequalities in optimization and economics.

An overview of how polymers change states under various conditions.

Discover how DDPMs enhance feedback control for nonlinear systems.

Scientists explore muon interactions to detect dark matter in the universe.

New methods improve data efficiency and error bounds in EDMD.

This research explores efficient methods for solving a key mathematical equation.

Examining how pressure variations affect fluid flow in turbulent boundary layers.

A method for creating and visualizing shapes that change over time.

Transolver offers advanced solutions for complex mathematical problems in various fields.

A new method improves solving linear integer equations using automata and algebra.