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(1971)
Algorithm 408 A sparse matrix package ( Part I ) Commun
F. Gustavson (1978)
Two Fast Algorithms for Sparse Matrices: Multiplication and Permuted TranspositionACM Trans. Math. Softw., 4
I. Duff (1974)
On the Number of Nonzeros Added when Gaussian Elimination is Performed on Sparse Random MatricesMathematics of Computation, 28
J. McNamee (1971)
Algorithm 408: a sparse matrix package (part I) [F4]Communications of The ACM, 14
(1977)
Sparse Matrix Techniques In Lecture Notes ~n Mathematics
(1979)
Received December ACM Transactions on Mathematical Software
Note: Reference [1] is not mentioned m the text
J. McNamee (1983)
Algorithm 601: A Sparse-Matrix Package—Part II: Special CasesACM Trans. Math. Softw., 9
A Sparse Matrix Package Part I1" Special Cases J. M. McNAMEE York University, Canada A set of subroutines is described for combining pmrs of sparse matrices in special cases m which one of the matrices may be regarded as full, and/or a vector, and/or an elementary matrLx. Tests show that in many cases the new routines are faster than an earlier set of more general-purpose routines. Also, a new (faster) routine is given for multiplying two sparse matrices. Categories and Subject Descriptors: G.1.3 [Numerical Analysis]: Numerical Linear Algebra--sparse and very large systems General Terms" Algorithms Additional Key Words and Phrases: Matrix, sparse matrix, matrix manipulation The Algorithm: A Sparse Matrix Package--Part II: Special Cases. ACM Trans. Math. Soflw. 9, 3 (Sept. 1983), 344-345. 1. INTRODUCTION I n [4] a s e t of s u b r o u t i n e s w a s g i v e n for v a r i o u s o p e r a t i o n s o n s p a r s e m a t r i c e s , s u c h as a d d i t i
ACM Transactions on Mathematical Software (TOMS) – Association for Computing Machinery
Published: Sep 1, 1983
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