Latest Articles for Computational Science

A new method improves training of Generative Flow Networks using evolutionary algorithms.

This study enhances optimization tasks using adjustable inexact oracles for better performance.

Lamarr improves particle collision simulations, enabling LHCb to handle larger data volumes efficiently.

A novel method improves graph generation by considering node and edge attributes together.

A new framework combines DDD and machine learning to better study metal deformation.

Exploring the potential of Physics-Informed Neural Networks in complex problems.

Evaluating quantum computers through advanced benchmarking methods is key to improving reliability.

Learn how advanced methods improve job processing efficiency across industries.

Research connects gauge freedoms to sequence-function relationships in biology.

Research introduces fictitious particles to address fermion sign problems in quantum physics.

Examining how anisotropy influences computational complexity in black holes and quantum systems.

Researchers utilize machine learning to enhance lattice field theory calculations.

A new method enhances accuracy in modeling geometric flows using second-order techniques.

New GPU adaptations boost simulations of complex astrophysical phenomena.

A simpler, effective approach to set timesteps in astrophysical simulations.

A novel deep-learning framework classifies images of varying sizes for better permeability prediction.

This article discusses methods to enhance sampling efficiency in Bayesian neural networks.

Exploring the links between chemical signals and organism movement.

A tool for efficient calculations in quantum field theory using complex models.

A new approach enhances multigrid methods for complex simulations with low quality cells.

Research highlights methods to predict ATP binding sites in proteins for drug development.

This study shows smooth solutions for NPBE in random domains, aiding complex computations.

New methods improve accuracy in enforcing the Lorenz gauge condition in plasma physics.

Machine learning techniques enhance the study of gas flow behaviors in extreme conditions.

Examining new methods for efficient heat distribution modeling.

A detailed analysis of quantum simulation tools and their performance challenges.

Research advances the understanding of quantum spin liquids and Majorana fermions using the spin Seebeck effect.

DMG4 enhances simulation of Dark Matter production, aiding scientific research.

A comprehensive look at spectral inclusion sets in mathematical operators.

Explore how the DEIM-FS algorithm improves tensor decomposition efficiency.

Examining LLMs' capability to address mathematical problems, especially modular arithmetic.

This article examines the dynamics of random fields and their geometric implications.

A look into how particles interact through electromagnetic scattering and its implications.

A look at angular halfspace depth for analyzing directional data on spheres.

New methods improve neural quantum state optimization using decision geometry techniques.

A new method enhances accuracy in predicting protein-ligand interactions.

This article examines if transformers can simulate weighted finite and tree automata.

A new method improves GNN performance by utilizing explanation subgraphs.

Exploring the potential of neutral atom quantum processors using Rydberg atoms.

This article examines the dynamics and applications of nanomagnet vertices in technology.