Scilab

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87.
norm of the residual =
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89.
This is useful and recommended when your matrix is symmetric positive definite (s.p.d.).
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90.
1/ the Cholesky factorization of a s.p.d. matrix A is obtained with:
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91.
Cp is a pointer to the Cholesky fact. (the memory is outside scilab space)
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94.
3/ for the same thing with one refinement step, use:
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96.
4/ you may also compute the 2-norm condition number with:
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98.
5/ if you don't need the Cholesky factorization anymore, it is recommended to free it with taucs_chdel(Cp)
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99.
if you have lost your pointer you may use taucs_chdel() which frees memory for all the current Cholesky factorizations.
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Contributors to this translation: Dr. Peter Netz, Keruskerfuerst.