2nd Introduction to the Matrix package

Published on Jan 1, 2016
Martin Mächler16
Estimated H-index: 16
Douglas M. Bates32
Estimated H-index: 32
Linear algebra is at the core of many areas of statistical computing and from its inception the S language has supported numerical linear algebra via a matrix data type and several functions and operators, such as %*%, qr, chol, and solve. However, these data types and functions do not provide direct access to all of the facilities for efficient manipulation of dense matrices, as provided by the Lapack subroutines, and they do not provide for manipulation of sparse matrices. The Matrix package provides a set of S4 classes for dense and sparse matrices that extend the basic matrix data type. Methods for a wide variety of functions and operators applied to objects from these classes provide efficient access to BLAS (Basic Linear Algebra Subroutines), Lapack (dense matrix), CHOLMOD including AMD and COLAMD and Csparse (sparse matrix) routines. One notable characteristic of the package is that whenever a matrix is factored, the factorization is stored as part of the original matrix so that further operations on the matrix can reuse this factorization.
  • References (4)
  • Citations (0)
#1Osman Yasar (SUNY: State University of New York System)H-Index: 6
#2Yuefan Deng (SUNY: State University of New York System)H-Index: 16
Last.D. SaltzH-Index: 1
view all 4 authors...
#1Jack DongarraH-Index: 101
#2Cleve B. MolerH-Index: 26
Last.G. W. StewartH-Index: 41
view all 4 authors...
Cited By0
View next paperA Framework for Sparse Matrix Code Synthesis from High-level Specifications