Sentence examples for represent measurement errors from inspiring English sources

Exact(1)

Note that E is independent of T and X. Generate small random errors for Y to represent measurement errors of outcome and to smooth the computing process.

Similar(58)

Absolute values greater than one (approximately 1% of the remaining probes) were excluded from further analysis as they do not make biological sense and presumably represent measurement error.

The observed variables are represented as rectangles; ellipses represent the unobserved variables and the circles represent measurement error.

Finally, our estimate of test-retest stability is based on patients with no event re-measured after 2 years, and it is likely that the variability represents measurement error plus some real, though minor, changes.

It is not clear whether this variability represents measurement error arising from the assays and sampling procedures, or true inter-individual differences in the effects between women.

This change likely represents measurement error with this instrument rather than any "real" change in depression [ 51].

Estimates for the E component, which represents measurement error as well as nonshared environmental exposures specific to the individual and differ between twins within a pair, were low.

The SDD, derived from the SEM, represents measurement error and, therefore, the threshold that must be overcome to ensure real change.

Good agreement between the screening peak VO2 and baseline peak VO2 was also suggested by the Bland-Altman plot, which indicated no relationship between the difference in values across the 2 visits (which represents measurement error) and the mean of values across the 2 visits (which represents the true value).

Assuming now that some fluxes in v have been measured (denoted as v m ), while the rest remain unknown (denoted as v u ), equation (13) can be rearranged as follows: (14) As measurements are imprecise in practice, such measurement imprecision can be incorporated as constraints: (15) where e m represents measurements errors and represents the actually measured flux value.

Physically, (g(x)) can be measured, there will be measurement errors, and we assume the function (g^{delta }(x in L^{2} 0, pi)) as the measurable data which satisfies biglVert g-g^{delta }bigrVert _{L^{2} 0, pi }le delta, (1.2) where the constant (delta >0) represents a bound on the measurement error, (Vert cdot Vert ) is (L^{2}(0,pi)) norm and δ is a noise level.

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