Singular matrix to orthonormal matrix
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I am learning concepts of linear algebra and came across this silly thought whether does it make sense to try to convert a non-invertible matrix into an orthogonal matrix. So, the columns of matrix A will be dependent and somehow can we convert those columns into columns of Q matrix which are independent , without loosing information. ?
linear-algebra
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I am learning concepts of linear algebra and came across this silly thought whether does it make sense to try to convert a non-invertible matrix into an orthogonal matrix. So, the columns of matrix A will be dependent and somehow can we convert those columns into columns of Q matrix which are independent , without loosing information. ?
linear-algebra
add a comment |
I am learning concepts of linear algebra and came across this silly thought whether does it make sense to try to convert a non-invertible matrix into an orthogonal matrix. So, the columns of matrix A will be dependent and somehow can we convert those columns into columns of Q matrix which are independent , without loosing information. ?
linear-algebra
I am learning concepts of linear algebra and came across this silly thought whether does it make sense to try to convert a non-invertible matrix into an orthogonal matrix. So, the columns of matrix A will be dependent and somehow can we convert those columns into columns of Q matrix which are independent , without loosing information. ?
linear-algebra
linear-algebra
asked Nov 29 '18 at 6:13
vaibhav bansalvaibhav bansal
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