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LAPACK
Recursive Approach in Sparse Matrix LU Factorization
Abstract 1 Introduction
Overview of Iterative Linear System Solver Packages
Accelerating the LOBPCG Method on Gpus Using a Blocked Sparse Matrix Vector Product
Over-Scalapack.Pdf
Lapack
Prospectus for the Next LAPACK and Scalapack Libraries
Jack Dongarra: Supercomputing Expert and Mathematical Software Specialist
Distibuted Dense Numerical Linear Algebra Algorithms on Massively Parallel Architectures: DPLASMA
LAPACK WORKING NOTE 195: SCALAPACK's MRRR ALGORITHM 1. Introduction. Since 2005, the National Science Foundation Has Been Fund
Reciprocity Relations
On the Performance and Energy Efficiency of Sparse Linear Algebra on Gpus
Best Practice Guide
The BLAS API of BLASFEO: Optimizing Performance for Small Matrices
A Banded Spike Algorithm and Solver for Shared Memory Architectures Karan Mendiratta University of Massachusetts Amherst
Lecture 10: Linear Algebra Algorithms
Flexiblas - a flexible BLAS Library with Runtime Exchangeable Backends
Parallel Boundary Element Solutions of Block
Top View
LAPACK Working Note #216: a Novel Parallel QR Algorithm for Hybrid Distributed Memory HPC Systems∗
Scientific Computing
Summary of Software for Linear Algebra Freely Available on the Web
Choosing the Optimal BLAS and LAPACK Library
BLAS and LAPACK Runtime Switching
Block Locally Optimal Preconditioned Eigenvalue Xolvers BLOPEX
Prospectus for the Next LAPACK and Scalapack Libraries: Basic Algebra Libraries for Sustainable Technology with Interdisciplinary Collaboration (BALLISTIC)∗
A Comparison of Parallel Solvers for Diagonally Dominant and General
Profiling and Inspecting Linear Algebra Applications Using Flexiblas
Chapter 1 Applied Linear Algebra
New Fast and Accurate Jacobi Svd Algorithm: I. Lapack Working Note 169
1 Diagonally Dominant Matrices
LAPACK Working Note 81 Quick Installation Guide for LAPACK on Unix Systems1
Overview of Dense Numerical Linear Algebra Libraries
Working with External C Libraries in Chapel
LAPACK — Linear Algebra Package (LAPACK) Routines
A Sparse Matrix Library in C++ for High Performance Architectures Abstract 1 Introduction
Implementation of a Preconditioned Eigensolver Using Hypre