Not exact matches
This timeliness and detail comes at a cost, however, as the
small sample sizes of the LFS causes the estimates to have substantial
standard errors (which can lead to some peculiar results at the provincial and CMA levels).
That is, we found some evidence that
small studies (i.e., those with higher
standard errors, located to the right of the figure), compared with larger studies, reported larger mean differences in systolic blood pressure between infant feeding groups.
For the LTQ - Orbitrap Velos data, the distribution of mass deviation (from the theoretical masses) was first determined as having a
standard deviation (σ) of 2.05 part per million (ppm), and a mass
error of
smaller than 3σ was used in combination with Xcorr and ΔCn to determine the filtering criteria that resulted in < 1 % false positive peptide identifications.
While an element of the unexplained variability will likely have arisen though measurement
error, it is more likely that the variation occurred primarily through variation between performances within individuals, as snatch, clean and jerk, and total 1RM varies by around 2.3 — 2.7 % in elite Olympic weightlifters (McGuigan & Kane, 2004), although test - re-test reliability of the 1RM power clean is nearly perfect in adolescent male athletes, with ICC = 0.98, a
standard error of measurement (SEM) of 2.9 kg and a
smallest worthwhile change (SWC) of 8.0 kg (Faigenbaum et al. 2012).
Because the Rubner and Atwater factors used to calculate metabolizable energy are not exact, the
standard macronutrient values are not perfect, and
small errors can occur.
Different types of rennet [yes, they're also produced in multiple ways, and carry traces of chemicals etc] can be aggravating, so choosing a rennet is really a matter of trial and
error, but a friend who always got super sick when eating parmesan [
standard for all pastas, creamed potatoes etc] has gone for organic parmesan and introducing it 1 - 2 grated bits at a time, and very slowly, is now up to a
small chunk.
As it turns out, the
standard errors are larger, not
smaller, when estimating statistical models that include all students but do not control for baseline test scores.
If it is broken down into groups that are too
small (e.g., individual classes) the
standard error of measurement tends to become so great that although the data remains «valid» it is no longer «reliable.»
Because some amount of
error is expected with any measurement, statisticians developed the term Standard Error of Measurement (SEM) to account for small amounts of error in every re
error is expected with any measurement, statisticians developed the term
Standard Error of Measurement (SEM) to account for small amounts of error in every re
Error of Measurement (SEM) to account for
small amounts of
error in every re
error in every result.
The
error rate in IPCC AR4 WG1 is
small by any
standard for any scientific document.
If done correctly, the «leave - one - out» procedure will give the coefficient forecast
standard error (2.1 * sqrt (1/13) = 0.58 dC at the mean of the TEX86 values), rather than the relevant total forecast
standard error, but they have somehow come up with something even
smaller than that.
Compared to a similar 363 - month period, working backwards from October 1944, the modern warming was only +0.06 °C higher, which is
smaller than the
error bars of a
standard thermometer measurement.
P (Obs calendar - age = y) does not change much when y changes by a
small amount,
small enough that the carbon - 14 age changes by much less than the
standard deviation of the measurement
error.
This integral is over the same region for any hypothesized calendar age, and therefore can be ignored when the amount of rounding is
small compared to the
standard deviation of the
error.
Now, whether the
standard error of the reading is 0.3 or 0.4, it will likely be a
smaller contribution to the total mean
standard error than the differences between tmins and tmaxes and even tmaxs across a time period.
Finally, I add an
error standard deviation of 0.05 W / m ² for uncertainty in volcanic forcing in 1871 — 1880 and a further 0.05 W / m ² for uncertainty therein in 2002 — 2011,
small though volcanic forcing was in both decades.
Although SEM is traditionally utilized with large samples, bootstrap analyses allow model testing with
small samples by utilizing the actual data to estimate
standard error (Shrout & Bolger, 2002).
Not a measuring
error, just a literal case of «they don't make them the same as they used to»
small fridge being replaced with a
standard new fridge.