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Titlebook: Ordered Data Analysis, Modeling and Health Research Methods; In Honor of H. N. Na Pankaj Choudhary,Chaitra H. Nagaraja,Hon Keung Ton Confer

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A Note on Marginal Count Distributions for Diversity Estimationunts. Here we consider distributions having probability generating functions based on generalized hypergeometric functions, first proposed by Kemp in 1968. We show that many of these are not mixed Poisson, and are useful and valuable in the species problem.
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Modeling and Analysis of Method Comparison Data with Skewness and Heavy Tailsed framework for analyzing data with skewness and heavy tails as well as normally distributed data. The methodology is presented for both unreplicated and replicated data. A real example is used for illustration.
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Inference for a Poisson-Inverse Gaussian Model with an Application to Multiple Sclerosis Clinical Tr–50 % reduction in sample sizes required when compared to the Wilcoxon rank sum (WRS) test. The Wald test has the highest power to detect a reduction in the number of lesion counts and provides a 40–57 % reduction in sample sizes when compared to the WRS test.
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Purely Sequential and Two-Stage Bounded-Length Confidence Intervals for the Bernoulli Parameter withis a properly designed and determined stopping variable obtained via both two-stage and purely sequential sampling strategies. The proposed two-stage and purely sequential bounded-length confidence interval methodologies are shown to enjoy both asymptotic first-order efficiency and asymptotic consis
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