Question: use matlab code 7.11 Consider the equation where A and B are n n-matrices, with A nonsingular. The variables are the n2 elements of the
use matlab code

7.11 Consider the equation where A and B are n n-matrices, with A nonsingular. The variables are the n2 elements of the n n matrix X (a) Prove that there is a unique solution X. (b) Give an efficient algorithm for computing X, based on factoring A and/or AT? What is the complexity of your algorithm? 7.11 Consider the equation where A and B are n n-matrices, with A nonsingular. The variables are the n2 elements of the n n matrix X (a) Prove that there is a unique solution X. (b) Give an efficient algorithm for computing X, based on factoring A and/or AT? What is the complexity of your algorithm
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