If $A$ is a matrix that is not (necessarily) square, then what is $A^\perp$?
What I do know is:
- $A^\perp$ is a matrix, not the orthogonal complement
- It is related to the QR Decomposition.
And finally, is there a MATLAB command that will compute $A^\perp$?
Thanks very much!
It's probably the Moore-Penrose Pseudoinverse. You can compute this in MATLAB with
pinv(A).