For an m n matrix A and its pseudo-inverse A , show that A = AAA and A = AAA in each of the following cases. (a) A is tall with linearly independent…
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For an m × n matrix A and its pseudo-inverse A† , show that A = AA†A and A† = A†AA† in each of the following cases.
(a) A is tall with linearly independent columns.
(b) A is wide with linearly independent rows
(c) A is square and invertible.
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