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Root mean square error or mean absolute error? Use their ratio as well

Information Sciences, 2022
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Error propagation in calculated ratios

Clinical Biochemistry, 2007
Calculated quantities that combine results of multiple laboratory tests have become popular for screening, risk evaluation, and ongoing care in medicine. Many of these are ratios. In this paper, we address the specific issue of propagated random analytical error in calculated ratios.Standard error propagation theory is applied to develop an approximate
Daniel T, Holmes, Kevin A, Buhr
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Error Ratio Analysis

Diagnostique, 1997
Special and general educators have frequently felt either untrained or bound by time constraints in using existing techniques of informal assessment. We present a description and demonstration of the use of error ratio analysis, a simple technique for assessing mathematics performance.
James H. Miller, Sonya C. Carr
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Ratio Estimation with Measurement Error in the Auxiliary Variate

Biometrics, 2009
Summary With auxiliary information that is well correlated with the primary variable of interest, ratio estimation of the finite population total may be much more efficient than alternative estimators that do not make use of the auxiliary variate. The well‐known properties of ratio estimators are perturbed when the auxiliary variate is measured with ...
Gregoire, Timothy G., Salas, Christian
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VARIATION OF THE GREEN-RED RATIO WITH REFRACTIVE ERROR

Optometry and Vision Science, 1983
ABSTRACT The relationship of refractive error to green‐red ratios among color normals was investigated by asking 27 subjects to match a standard yellow with a mixture of red and green primaries using a Nagel anomaloscope. Green‐red ratios did not show any regular change with refractive error.
R L, Degen, S D, Mullane, O W, Richards
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Errors on ratios of small numbers

Nuclear Instruments and Methods in Physics Research Section A: Accelerators, Spectrometers, Detectors and Associated Equipment, 1987
Abstract Errors on ratios are discussed in the case of binomial and Poisson distributions; tables giving the upper and lower limits of the confidence region for a confidence level of 68.3% are provided for small numbers.
A. De Angelis, M. Iori
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