Computer
Programs
for
Pivoting
Methods
- Gaussian
Elimination with partial pivoting Program
C
Dave Theese, Parallel Programming, Drexel
University
- Gauss
Elimination with scaled row partial pivoting Program
C
Daoqi Yang, Math. Dept., Wayne State Univ., Detroit,
MI
- Gaussian
elimination with "static pivoting" Program
C
Sameer Shende, et al, Advanced Computing Lab, Los
Alamos National Laboratory
- Partial
pivoting Program FORTRAN
Y. Charlie Hu, Computer Science Dept. , Rice
University, Houston, TX
- Partial-pivoting
Gaussian
elimination Program FORTRAN
Tao Pang, Physics Dept., University of Nevada, Las Vegas,
NV
- Gaussian
Elimination with full, partial, and no pivoting Program
FORTRAN
Carlos Cruz, Computer Science Dept., George Mason University,
Fairfax, VA
- LU
decomposition with or without pivoting Program
Matlab
D. R. Westbrook, Math. Dept., University of Calgary, Alberta,
Canada
- LU-factorization
of a matrix, A, with pivoting Program
Matlab
Doreen De Leon, Math. Dept., Univ. of California, Los Angeles,
CA
- Gaussian
elimination with scaled partial pivoting Program
Matlab
Jing Shi, Math. Dept., The University of Texas, Austin,
TX
- Gaussian
Elimination with Scaled Partial Pivoting Program
Pascal
Michael Lunney, Math. Dept., Simon Fraser University, Canada
- Direct
diagonal, Partial, Ppartial scaled, Total, and Total scaled
pivoting Program Pascal
Oliver Y. K. Chen, Math. Dept., Montana State Univesity, Billings,
MT
- Gaussian
Elimination with Partial
Pivoing Program
Gina Carney, Rensselaer Polytechnic University , Hartford, CT
- Based
Solver for Almost Block Diagonal
Systems
Cliff Cyphers; Marcin Paprzycki, Math. Dept., University of Texas,
Odessa, TX
- Making
Sparse Gaussian Elimination Scalable by Static
Pivoting
Xiaoye Li, Lawrence Berkeley National Lab; James
Demmel, Computer Science, Berkeley, CA
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to Complementary Computer Programs
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to Numerical Methods - Numerical Analysis
(c) John
H. Mathews 2004