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Since the matrix has a repeated row, there are classes of inputs for which a solution does not exist. However, since it is asking for $b=0$, there is at least one trivial solution of x=0;
I don't know if this is something that wants to be taken into account but I will mention it just in case.
The text was updated successfully, but these errors were encountered:
I think there's a gotcha situation in which the LU solver fails.
Consider the following linear system:
Since the matrix has a repeated row, there are classes of inputs for which a solution does not exist. However, since it is asking for$b=0$ , there is at least one trivial solution of x=0;
I don't know if this is something that wants to be taken into account but I will mention it just in case.
The text was updated successfully, but these errors were encountered: