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Consider the system of linear equations: Given A*X B, solve for x Explain overall approach used in Gauss elimination with partial pivoting How do we

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Consider the system of linear equations: Given A*X B, solve for x Explain overall approach used in Gauss elimination with partial pivoting How do we reduce [AB]? To what kind of matrix is [AB] reduced? What's partial pivoting? Why is it important? Consider the parallel Gauss program discussed in the class: // ALL N threads execute this code: for (row=0, row

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