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- SOLVERS - SGI developed linear equations solvers.
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- Two direct solvers for sparse linear systems of equations are available
- in complib.sgimath, PSLDLT and PSLDU. These solvers are optimized and
- parallelized for the SGI platforms. For direct solvers for dense linear
- systems of equations, see LAPACK manpage.
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- PSLDLT solves sparse symmetric linear systems of the form
- Ax = b
- where A is an n x n symmetric input matrix, b is an input vector of
- length n, and x is an unknown vector of length n. PSLDLT uses a direct
- method: A is factored into the form
- A = L D L-transpose
- where L is a lower triangular matrix with unit diagonal and D is a
- diagonal matrix.
- This routine is double precision only and is available in the mp versions
- of complib.sgimath.
- See the manpage for PSLDLT for details.
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- PSLDU solves sparse unsymmetric linear systems of the form
- Ax = b
- where A is an n x n input matrix with symmetric non-zero pattern but
- unsymmetric non-zero values, b is an input vector of length n, and x is
- an unknown vector of length n. PSLDU uses a direct method: A is factored
- into the form
- A = L D U
- where L is a lower triangular matrix with unit diagonal, D is a diagonal
- matrix and U is an upper triangular matrix with unit diagonal.
- See the manpage for PSLDU for details.
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- PPPPaaaaggggeeee 1111
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