Exact(1)
Figure 2 presents the confidence about no circulation as a function of time without detected events, with black horizontal lines at the top showing the 99% (small dots) and 95% (larger dots) levels for reference.
Similar(59)
Since the large number of simulation conditions makes it very difficult to present the confidence intervals for all of our results, we instead present a sample of 95% confidence intervals for the accuracy, where we use a combination of the p and z parameters: p = 0.05 and p = 0.2 with z = 10 and z = 120, for all six network topologies (Fig. 5).
We also present the confidence limits computed using the method of Frangakis and Varadhan [ 19].
We should be able to therefore present the confidence interval with every optimization we carry out.
Using the theoretical model presented, the confidence interval does not improve significantly at depths greater than 1,000 ×.
Thus, when heterogeneity is present, the confidence interval around a random effects pooled estimate is wider than a confidence interval around a fixed effect pooled estimate [ 6].
The GRADE working group has developed a systematic process to establish and present the confidence in the synthesised results of quantitative research through considering issues related to study design, risk of bias, publication bias, inconsistency, indirectness, imprecision of evidence, effect sizes, dose response relationships and confounders of findings [ 16].
Table 5 presents the 95% confidence intervals for which the difference between the introduction of a new terminal in Roucourt and the current situation is significant.
A statistically significant difference is present when the confidence interval does not contain zero.
Departures from additive effects were considered present if the confidence intervals of either measure excluded zero.
However, in the present case, the confidence intervals regarding the γ values were largely overlapping, precluding any definitive conclusion.
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