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Sub-Categories in Linear Algebra
Web Sites in Category Linear Algebra
BPKIT Block Preconditioning Toolkit - Toolkit of block preconditioners for the iterative solution of linear systems.

Expokit - Software package for computing small dense and large sparse matrix exponentials in Fortran and Matlab. Usable in C/C++.

Fast Hankel and Toeplitz solvers - In Fortran 90, by the MaSe (Matrices Having Structure) Team of the University of Leuven.

LAPACK - Alternative source of LAPACK.

LAPACK - Fortran 77 routines for solving systems of simultaneous linear equations, least-squares solutions of linear systems of equations, eigenvalue problems, and singular value problems. Fortran 95 wrapper is at http://www.netlib.org/lapack95/index.html .

Linear Algebra - BLZPACK uses the block Lanczos algorithm to solve (generalized) eigenvalue problems, HLZPACK uses the Lanczos algorithm to solve Hermitian eigenvalue problems, and SKYPACK implements algorithms for matrices having a skyline structure. By Osni Marques.

LUMOD - Updates a dense square factorization L*C = U, when rows and columns of C are added, deleted or replaced.

Matran - Fortran 95 wrapper that implements matrix operations and computes matrix decompositions using Lapack and the Blas.

Ming Gu - Codes available from author to quickly update singular value decompositions, solve banded plus semiseparable systems of linear equations, and compute eigenvalues symmetric block-diagonal plus semiseparable matrices.

Parallel Algorithms Project - Codes to solve linear systems with the GMRES and conjugate gradient methods, among other topics.

RECSY - Library by Isak Jonsson and Bo Kågström for solving triangular Sylvester-type matrix equations.

Subroutines for Manipulating Large Systems of Equations - Fortran 90 codes by Matt Newman for Gaussian elimination and forward reduction to solve linear equations, diagonal preconditioned gradient to solve linear equations, and subspace iteration to determine the first p eigenvalues of the generalized eigenvalue problem for a system of size q where q>>p.

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Science > Math > Numerical Analysis > Linear Algebra
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