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A possible bug in the equilibration procedure. I am not certain that this is a bug because it depends on whether the P matrix can be only upper (or lower) triangular when equilibrating. The problem is this:
Suppose that P == triu(P) inside the ruiz scaling procedure.
That function in turn calls col_norms! here, where the col_norms! function itself does not seem to check if a matrix is represented only by its upper or lower triangle.
if this is a real problem then I can fix with a PR since I fixed it already in a different package. Whether it is necessary depends on whether P is guaranteed to be fully symmetric or not.
The text was updated successfully, but these errors were encountered:
A possible bug in the equilibration procedure. I am not certain that this is a bug because it depends on whether the
P
matrix can be only upper (or lower) triangular when equilibrating. The problem is this:P == triu(P)
inside the ruiz scaling procedure.kkt_col_norms!
here.if this is a real problem then I can fix with a PR since I fixed it already in a different package. Whether it is necessary depends on whether P is guaranteed to be fully symmetric or not.
The text was updated successfully, but these errors were encountered: