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Does least squares solution to Ax=b depend on choice of norm
To find the closest point to b in the space spanned by the columns of A we have: \mathbb{\hat{x}}=(A^TA)^{-1}A^T\mathbb{b} My question is, shouldn't this solution ##\hat{x}## depend on the choice of distance function over the vector space? Choosing two different distance functions might give...- kaxzr
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- Choice Least squares Norm Squares
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- Forum: Calculus and Beyond Homework Help