Numerical integration vs. integrals that are zero
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03-05-2019, 03:51 PM
Post: #2
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RE: Numerical integration vs. integrals that are zero
Relative error doesn't have much if any meaning when the exact answer is zero. There are several possibilities in the literature but all have problems. I once used (but I can't remember, I'll try to derive it again) a formula that interpolated between relative and absolute error; it computed relative error for large magnitude results and absolute error for small ones.
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