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Original Articles

An improved score interval with a modified midpoint for a binomial proportion

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Pages 1022-1038 | Received 28 Feb 2012, Accepted 05 Oct 2012, Published online: 01 Nov 2012

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Read on this site (3)

Yingshu Cao, Ying Xu, Ming T. Tan, Pingyan Chen & Chongyang Duan. (2022) A simple and improved score confidence interval for a single proportion. Communications in Statistics - Theory and Methods 51:8, pages 2659-2675.
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M. Álvarez Hernández, A. Martín Andrés & I. Herranz Tejedor. (2016) One-sided asymptotic inferences for a proportion. Journal of Applied Statistics 43:9, pages 1738-1752.
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A. Martín Andrés & M. Álvarez Hernández. (2016) Comment on ‘An improved score interval with a modified midpoint for a binomial proportion’. Journal of Statistical Computation and Simulation 86:2, pages 388-393.
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Articles from other publishers (4)

Caitlin A. Cassidy, Lydiah Kabugho, Georget Kibaba, Bradley Lin, Brandon Hollingsworth, Emmanuel Baguma, Jonathan J. Juliano, Edgar M. Mulogo, Ross M. Boyce & Emily J. Ciccone. (2024) Comparison of commercially available, rapid, point-of-care C-reactive protein assays among children with febrile illness in southwestern Uganda. PLOS Global Public Health 4:1, pages e0002727.
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Victor Mooto Nawa. (2022) A weighted score confidence interval for a binomial proportion. Japanese Journal of Statistics and Data Science 5:1, pages 133-147.
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J. A. Roldán-Nofuentes. (2020) Compbdt: an R program to compare two binary diagnostic tests subject to a paired design. BMC Medical Research Methodology 20:1.
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Adeel Arshad, Mark Jabbal, Yuying Yan & David Reay. (2019) A review on graphene based nanofluids: Preparation, characterization and applications. Journal of Molecular Liquids 279, pages 444-484.
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