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We can refer to [6] where the distribution of left-truncated data was estimated and asymptotic properties of the estimator were derived.
The autocorrelation of the data was estimated and corrected for.
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These data were estimated and recorded from the geological and hydrogeological field data observations.
The sensitivity and specificity of the administrative data were estimated and relevant patient characteristics were compared using chi-squared tests.
We conducted a sensitivity analysis by excluding studies in which the data were estimated, and the overall conclusions remained the same (data not shown).
By combining the sample tube transport delays and manufacturer specified delays, the delay for the CO and CO2 data was estimated to be approximately 3.5 seconds, and the delay for the NOx data was estimated to be about 12 seconds.
Heterogeneity in pooled data was estimated using the I statistic and risk of bias using the Egger 155 and Begg-Mazumdar tests.
Normality of the data was estimated by using Shapiro-Wilkoxon and Levene's tests.
Adherence to therapy data was estimated according to Kaplan-Meier and further analysed with log-rank statistics for comparing different treatments.
Here the same measures were calculated as with the real data: The ERPs were time-locked to the maximum blink excursion, and the correlation between clean, uncontaminated data and corrected data was estimated (after normalization of the data).
*Energy adjusted cumulative average nutrient data was estimated with data from the 1987 and 1997 questionnaires.
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