Latest Articles for Computational Methods

This study presents an innovative edge sampling technique leveraging graph signal processing.

New methods improve bilevel optimization efficiency using first-order information.

New methods improve plasma simulations for better understanding and applications.

Streamlining calculations for heavy elements in quantum chemistry.

Evaluating the effectiveness of a text analysis method on ancient poetry.

A novel method for simulating quantum systems using Clifford gates to manage entanglement.

Kira introduces key enhancements for efficient Feynman integral calculations.

New methods improve efficiency in evaluating complex quantum interactions.

An overview of using the Categorical Compact Genetic Algorithm for better optimization.

A new approach enhances MCMC sampling efficiency using Riemannian geometry.

A new method improves aircraft design calculations for lift and drag.

Methods to estimate potentials in neutron-proton scattering interactions.

A new method enhances quantum state preparation in computing.

New techniques improve efficiency in complex optimization problems for machine learning.

Explore the significance of modular curves and the concept of gonality in mathematics.

New methods improve simulation of fermion dynamics in various systems.

New method improves solving PDEs without global mesh.

Investigating heavy atom molecules to uncover fundamental questions in physics.

This study examines how virtual staining performs on various cell types and conditions.

Learn how Markov Decision Processes improve decision-making in uncertain scenarios.

This article discusses a technique to simplify studying quantum systems using the JD algorithm.

New methods improve efficiency and accuracy in electronic structure modeling.

SLEM model improves accuracy and efficiency in predicting quantum operators for materials.

This article discusses new methods in chiral gauge theories focusing on the BMHV scheme.

Researchers propose a method to simplify loop integral calculations in particle physics.

Recent findings reveal surprising properties of α and β beryllenes as superconductors.

Examining how population models shape genealogies and influence genetic algorithms.

Researchers enhance coupled cluster methods for improved electronic structure calculations.

New methods improve understanding of wave behavior in materials for engineering applications.

A new method improves efficiency in computing eigenvalues for nuclear physics.

A new machine learning method speeds up phonon calculations for material properties.

Methods for accurate source localization considering mutual coupling effects.

Researchers use quantum computing to study phase transitions in the Schwinger model.

New methods improve efficiency in studying periodic systems for better material insights.

A new method enhances predictions for complex distributions using moment closure.

Research on the Collins-Soper kernel and TMDs improves our understanding of quark behavior.

Introducing a unified approach for analyzing electron interactions in heavy elements.

A new computational code enhances the study of polarized light near black holes.

New methods enhance uncertainty estimates in GNNs for modeling material energies.

New techniques improve accuracy in analyzing nearly incompressible materials.