
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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A Unified Approach for Constructing Confidence Intervals and Hypothesis Tests Using hfunction
We introduce a general method, named the hfunction method, to unify the...
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The shortest confidence interval for the weighted sum of two Binomial proportions
Interval estimation of the probability of success in a Binomial model is...
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Deciding with Judgment
A decision maker starts from a judgmental decision and moves to the clos...
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Exact confidence interval for generalized FlajoletMartin algorithms
This paper develop a deep mathematicalstatistical approach to analyze a...
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Exact Confidence Intervals for Linear Combinations of Multinomial Probabilities
Linear combinations of multinomial probabilities, such as those resultin...
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Estimating the confidence of speech spoofing countermeasure
Conventional speech spoofing countermeasures (CMs) are designed to make ...
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Exactcorrected confidence interval for risk difference in noninferiority binomial trials
A novel confidence interval estimator is proposed for the risk difference in noninferiority binomial trials. The confidence interval is consistent with an exact unconditional test that preserves the type1 error, and has improved power, particularly for smaller sample sizes, compared to the confidence interval by Chan Zhang (1999). The improved performance of the proposed confidence interval is theoretically justified and demonstrated with simulations and examples. An R package is also distributed that implements the proposed methods along with other confidence interval estimators.
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