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In order to ensure that any significant differences found between the various body areas were not related to differences in their relative size, a simple mathematical correction was applied to the data prior to analysis.
In our analyses, no mathematical correction was made for multiple comparisons.
From the values of coagulation parameters assessed in the uncorrected plasma, mathematical correction was made for PV shifts.
A mathematical correction was applied to the gas volume injected or withdrawn by the syringe to avoid mistakes due to temperature, humidity, pressure and gas exchange [ 2].
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The mathematical Lowess correction was applied to allow for nonlinear fluorescence characteristics of the dyes.
The correction was applied to the raw proteome datasets, prior to mathematical un-mixing, and on all samples that contained beads.
For the sake of brevity, we do not report the mathematical details here, but a mathematical justification of the correction is reported in the Appendix.
Aberration correction is a mathematical technique applied to ultrasonic imaging data that corrects for the distortions that occur as ultrasound travels through various tissues [ 76].
Recently, a mathematical correction algorithm has been suggested to make 2-dimensional wear measurements in plain radiographs less sensitive to radiographic projection differences and to approximate 3-dimensional "true" linear wear values obtained by RSA (The et al. 2008).
In this paper, a thorough mathematical treatment of this sensitivity to steering optic vibration and its correction is set out.
A correction is inevitable.
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