Recently, I read a line of reasoning as
Since $A$ (a $3\times 3$ matrix) is of rank $2$, its pseudoinverse is not unique.
May I ask if there is a quickie to show this?
Recently, I read a line of reasoning as
Since $A$ (a $3\times 3$ matrix) is of rank $2$, its pseudoinverse is not unique.
May I ask if there is a quickie to show this?
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