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What is the pseudoinverse of the following matrix: [[1, 1, 1],[0, 0, 0]]
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i never heard of this term
i have heard of pseudorandom (this is just arrangement of numbers right?)
Here you can just find a matrix A^-1 such that \[A*A^{-1}*A = A\]
so if we can find A^-1 such that is true then A is its pseudoinverse
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nope, A^-1 is the pseudoinverse of A
but wouldn't that also make A pseudoinverse of A^-1
right
the pseudoinverse of the pseudoinverse of A is A
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Are you going to right a program for this?
oops write*
I left your question because I seen you left your question. But seriously this is too hard for me right now.
I will need alot more time to look at this stuff.
And I need a review.
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