SPARSE MATRICES IN MATLAB: DESIGN AND IMPLEMENTATION* (2008)
Abstract. The matrix computation language and environment MATLAB is extended to include sparse matrix storage and operations. The only change to the outward appearance of the MATLAB language is a...
Twenty-Plus Years of Netlib and NA-Net (2008)
Jack Dongarra, Gene Golub, Eric Grosse, Cleve Moler, Keith Moore
The Netlib software repository was created in 1984 to facilitate quick distribution of public domain software routines for use in scientific computation. The Numerical Analysis Net (or "NA...
Getting Help................................ (2007)
ftp.mathworks.com Anonymous FTP server
Netlib and NA-Net: building a scientific computing community (2007)
Jack Dongarra, G Golub, C Moler, K Moore, Mims Eprint, Jack Dongarra, ...
The Netlib software repository was created in 1984 to facilitate quick distribution of public domain software routines for use in scientific computation. The Numerical Analysis Net (or "NA...
Sparse matrices in MATLAB: Design and implementation (1992)
John R. Gilbert, Cleve Moler, Robert Schreiber
Abstract. We have extended the matrix computation language and environment Matlab to include sparse matrix storage and operations. The only change to the outward appearance of the Matlab language is...
Sparse Matrices in MATLAB: Design and Implementation (1991)
John R. Gilbert, Cleve Moler, Robert Schreiber
: We have extended the matrix computation language and environment MATLAB to include sparse matrix storage and operations. The only change to the outward appearance of the MATLAB language is a pair...
Nineteen Dubious Ways to Compute the Exponential of a Matrix (1978)
Abstract. In principle, the exponential of a matrix could be computed in many ways. Methods involving approximation theory, differential equations, the matrix eigenvalues, and the matrix...
Nineteen Dubious Ways to Compute the Exponential of a Matrix (1978)
Abstract. In principle, the exponential of a matrix could be computed in many ways. Methods involving approximation theory, differential equations, the matrix eigenvalues, and the matrix...
Nineteen dubious ways to compute the exponential of a matrix (1978)
Abstract. In principle, the exponential of a matrix could be computed in many ways. Methods involving approximation theory, differential equations, the matrix eigenvalues, and the matrix...