matrix - Is there a good way to check, whether a small value produced numerically is a symbolic zero?
I have a complicated 4x4 matrix and need to know the eigenvalues. I expect a zero eigenvalue for physical reasons.
Giving numerical values first gives me an eigenvalue of $\mathcal O(10^{-15})$. Now I want to check if this is just a numerical zero or whether the eigenvalue is slighly non-zero indeed. Both cases would be thrilling, but very different from their interpretation.
Is there any way of determining whether this small eigenvalue is actually a zero that is reasonably fast (i.e. a matter of minutes)?
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