在 英语 中使用 Confidence intervals 的示例及其翻译为 中文
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The attributes get_prediction() and conf_int() allow us to obtain the values and associated confidence intervals for forecasts of our dataset.
Unfortunately, the models used in this field do not generate error bands or confidence intervals.
It estimates the confidence intervals by re-sampling among the samples actually collected and by computing the mean of each generated sample.
The 95% confidence intervals for rates are displayed and were estimated by assuming Normal approximations to the Poisson distribution.
Risk ratios and 95% confidence intervals were estimated with control for psychiatric and medical conditions, medications, and other potential confounders.
Anyone able to compute sound confidence intervals that incorporates historical data, would have said that the results were not reliably predictable.
Note: The achievement percentages reported in this table include 95% confidence intervals, for example, 80%+- 2.7%.
(They also add,“Furthermore, we are not able to rule out a null effect on hours given our confidence intervals.”).
One practical way to do so is to rename confidence intervals as‘compatibility intervals' and interpret them in a way that avoids overconfidence.
It is important to resist the impulse to use confidence intervals for other purposes.
Five random seeds(a common reporting metric) may not be enough to argue significant results, since with careful selection you can get non-overlapping confidence intervals.
This indicates that 19 out of 20 samples(95%) from the same population will produce confidence intervals that contain the population parameter.
We repeat this process until some condition is met: timeout is reached or the confidence intervals we mentioned earlier stabilize(convergence).
Furthermore, the small sample size used in this phase of research means the margins of error(or confidence intervals) surrounding results are quite large.
You may not know how to code in R or calculate a confidence interval.
Ways to get a more precise confidence interval.
The resulting 90% confidence interval is.
First, consider the sample mean, and then examine the confidence interval.
For more information, go to Ways to get a more precise confidence interval.
First, consider the mean difference, and then examine the confidence interval.