A bstract We study two-and three-meson systems composed either of pions or kaons at
maximal isospin using Monte Carlo simulations of lattice QCD. Utilizing the stochastic LapH …

A bstract We study the interactions of systems of two and three nondegenerate mesons
composed of pions and kaons at maximal isospin using lattice QCD, specifically π+ K+, π+ …

A form compiler takes a high-level description of the weak form of partial differential
equations and produces low-level code that carries out the finite element assembly. In this …

Many scientific and numerical applications, including quantum chemistry modeling and fluid
dynamics simulation, require tensor product and tensor contraction evaluation. Tensor …

Tensor network and tensor computation are widely applied in scientific and engineering
domains like quantum physics, electronic design automation, and machine learning. As one …

High-order optimization methods, including Newton's method and its variants as well as
alternating minimization methods, dominate the optimization algorithms for tensor …

Computing correlation functions for many-particle systems in Lattice QCD is vital to extract
nuclear physics observables like the energy spectrum of hadrons such as protons. However …

In this paper, we introduce the Dynamic Load-balanced Tensor Contractions (DLTC), a
domain-specific library for efficient task parallel execution of tensor contraction expressions …

This paper presents GLORE, a novel approach to enabling the detection and removal of
large-scoped redundant computations in nested loops. GLORE works on LER-notation, a …

The computational cost of contracting a tensor network depends on the sequence of
contractions, but to decide the sequence of contractions with a minimal computational cost …