The denominator in the relative error is the number being rounded, which should be as small as possible to make the relative error large.
32.
A QMC calculation using the generalized Faure low discrepancy sequence ( QMC-GF ) used only 500 points to obtain the same relative error.
33.
As with the bias, it is useful to relate the relative error in the derived quantity to the relative error in the measured quantities.
34.
As with the bias, it is useful to relate the relative error in the derived quantity to the relative error in the measured quantities.
35.
For example, the th prime number is, and ( ) log ( ) rounds to, a relative error of about 6.4 %.
36.
This way, the maximum relative error is minimized if an arbitrary number is replaced by the nearest Renard number multiplied by the appropriate power of 10.
37.
When ?, ? e " 1, the relative error ( the absolute error divided by the difference between the mean and the mode is similarly small:
38.
So, even for asymptotically ill-conditioned sums, the relative error for compensated summation can often be much smaller than a worst-case analysis might suggest.
39.
He also gave the following approximation formula for sin ( " x " ), which had a relative error of less than 1.9 %:
40.
The simulation shows the observed relative error in " g " to be about 0.011, which demonstrates that the angle uncertainty calculations are correct.
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