
A New Exact Confidence Interval for the Difference of Two Binomial Proportions
We consider interval estimation of the difference between two binomial p...
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Finite sample properties of the BucklandBurnhamAugustin confidence interval centered on a model averaged estimator
We consider the confidence interval centered on a frequentist model aver...
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Confidence Interval for Quantile Ratio of the Dagum Distribution
In economic research inequality measures based on ratios of quantiles ar...
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Confidence Interval Estimators for MOS Values
For the quantification of QoE, subjects often provide individual rating ...
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Deciding with Judgment
A decision maker starts from a judgmental decision and moves to the clos...
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Small Sample Inference for the Common Coefficient of Variation
This paper utilizes the modified signed loglikelihood ratio method for ...
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On Some Problems of Confidence Region Construction
The general problem of constructing confidence regions is unsolved in th...
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A New Confidence Interval for Odds Ratio
We consider the problem of interval estimation of the odds ratio. An asymptotic confidence interval is widely applied in medical research. Unfortunately that confidence interval has a poor coverage probability: it is significantly smaller than the nominal confidence level. In this paper a new confidence interval is proposed. The construction needs only information on sample sizes and sample odds ratio. The coverage probability of the proposed confidence interval is at least the nominal confidence level.
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