In the present manuscript, we effort to developed a maple code that enables us computing Orthogonal-upper or right triangular factorization (QR), lower-upper triangular factorization (LU) and Singular value decomposition (SVD) of the known elasticity constant data of Olivine (Fo90Fa10). We assert that such a maple code can handle all the elastic constant data simultaneously and is capable to perform matrix algebra not only for 6x6 elasticity matrix, but also able to perform matrix algebra for a 100x100 matrix whose entries are either fixed or vary with respect to some parameter.
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