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- DDDDSSSSIIIIFFFFAAAA((((3333FFFF)))) DDDDSSSSIIIIFFFFAAAA((((3333FFFF))))
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- DSIFA - DSIFA factors a double precision symmetric matrix by
- elimination with symmetric pivoting.
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- To solve A*X = B , follow DSIFA by DSISL. To compute INVERSE(A)*C ,
- follow DSIFA by DSISL. To compute DETERMINANT(A) , follow DSIFA by
- DSIDI. To compute INERTIA(A) , follow DSIFA by DSIDI. To compute
- INVERSE(A) , follow DSIFA by DSIDI.
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- SUBROUTINE DSIFA(A,LDA,N,KPVT,INFO)
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- On Entry
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- AAAA DOUBLE PRECISION(LDA,N)
- the symmetric matrix to be factored.
- Only the diagonal and upper triangle are used.
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- LLLLDDDDAAAA INTEGER
- the leading dimension of the array A .
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- NNNN INTEGER
- the order of the matrix A . On Return
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- AAAA a block diagonal matrix and the multipliers which
- were used to obtain it.
- The factorization can be written A = U*D*TRANS(U)
- where U is a product of permutation and unit
- upper triangular matrices, TRANS(U) is the
- transpose of U , and D is block diagonal
- with 1 by 1 and 2 by 2 blocks.
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- KKKKPPPPVVVVTTTT INTEGER(N)
- an integer vector of pivot indices.
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- IIIINNNNFFFFOOOO INTEGER
- = 0 normal value.
- = K if the K-th pivot block is singular. This is
- not an error condition for this subroutine,
- but it does indicate that DSISL or DSIDI may
- divide by zero if called. LINPACK. This version dated 08/14/78 .
- James Bunch, Univ. Calif. San Diego, Argonne Nat. Lab. Subroutines and
- Functions BLAS DAXPY,DSWAP,IDAMAX Fortran DABS,DMAX1,DSQRT
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