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Articles

Purely Sequential Fixed Accuracy Confidence Intervals for P(X < Y) under Bivariate Exponential Models

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Sudeep R. Bapat & Yan Zhuang. (2022) Maximum precision estimation for a step-stress model using two-stage methodologies. Journal of Applied Statistics 49:13, pages 3344-3360.
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Neeraj Joshi & Sudeep R. Bapat. (2021) On a class of purely sequential procedures with applications to estimation and ranking and selection problems. Sequential Analysis 40:4, pages 482-500.
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Articles from other publishers (5)

Neeraj Joshi, Sudeep R. Bapat & Raghu Nandan Sengupta. (2024) Optimal estimation of reliability parameter for inverse Pareto distribution with application to insurance data. International Journal of Quality & Reliability Management.
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Jun Hu, Yan Zhuang & Clara Goldiner. (2021) Fixed-accuracy confidence interval estimation of $$\varvec{P(X<Y)}$$ under a geometric–exponential model. Japanese Journal of Statistics and Data Science 4:2, pages 1079-1104.
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Yan Zhuang, Jun Hu & Yixuan Zou. (2020) Fixed-accuracy confidence interval estimation of P ( X > c) for a two-parameter gamma population . Communications for Statistical Applications and Methods 27:6, pages 625-639.
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Ashkan Khalifeh, Eisa Mahmoudi & Ali Dolati. (2020) Sequential-Based Approach for Estimating the Stress-Strength Reliability Parameter for Exponential Distribution. Journal of the Iranian Statistical Society 19:1, pages 85-120.
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Sudeep R. Bapat. (2018) On purely sequential estimation of an inverse Gaussian mean. Metrika 81:8, pages 1005-1024.
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