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Original Articles

On the sample correlation coefficient in the truncated bivariate normal population

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Pages 455-477 | Published online: 27 Jun 2007

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BaileyK. Fosdick & AdrianE. Raftery. (2012) Estimating the Correlation in Bivariate Normal Data With Known Variances and Small Sample Sizes. The American Statistician 66:1, pages 34-41.
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Jeffrey I. Mc Gill. (1992) The multivariate hazard gradient and moments of the truncated multinormal distribution. Communications in Statistics - Theory and Methods 21:11, pages 3053-3060.
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M. Shanmugam & A.V. Gajjar. (1992) On the distribution of sample correlation coefficient and its transformations in samples from morgenstern bivariate exponential distribution. Communications in Statistics - Simulation and Computation 21:4, pages 1021-1041.
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M. L. Tiku & N. Balakrishnan. (1986) A robust test for testing the correlation coefficient. Communications in Statistics - Simulation and Computation 15:4, pages 945-971.
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Youn-Min Chou & D. B Owen. (1984) An approximation to percentiles of a variable of the bivariate normal distribution when the other variable is truncated, with applications. Communications in Statistics - Theory and Methods 13:20, pages 2535-2547.
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Naoto Niki & Sadanori Konishi. (1984) Higher order asymptotic expansions for the distribution of the sample correlation coefficient. Communications in Statistics - Simulation and Computation 13:2, pages 169-182.
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Subrahmaniam Kocherlakota & M. Singh. (1982) On the behaviour of some transforms of the sample correlation coefficient:discretebivariate populations. Communications in Statistics - Theory and Methods 11:18, pages 2017-2043.
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K. Kocherlakota & S. Kocherlakota. (1981) On the distribution of rin samples from the mixtures of bivariate normal populations. Communications in Statistics - Theory and Methods 10:19, pages 1943-1966.
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Articles from other publishers (12)

Giorgos Koliopanos, Francisco Ojeda & Andreas Ziegler. (2023) A Simple-to-Use R Package for Mimicking Study Data by Simulations. Methods of Information in Medicine 62:03/04, pages 119-129.
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George Y.H. Chi, Yihan Li, Yanning Liu, David Lewin & Pilar Lim. (2016) On clinical trials with a high placebo response rate. Contemporary Clinical Trials Communications 2, pages 34-53.
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S. Kocherlakota & K. Kocherlakota. 2014. Wiley StatsRef: Statistics Reference Online. Wiley StatsRef: Statistics Reference Online.
Dimitris Kugiumtzis & Efthymia Bora-Senta. (2010) Normal correlation coefficient of non-normal variables using piece-wise linear approximation. Computational Statistics 25:4, pages 645-662.
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Chin Diew Lai & N. BalakrishnanN. Balakrishna & Chin Diew Lai. 2009. Continuous Bivariate Distributions. Continuous Bivariate Distributions 477 561 .
S. Kocherlakota & K. Kocherlakota. 2004. Encyclopedia of Statistical Sciences. Encyclopedia of Statistical Sciences.
S. Kocherlakota & K. Kocherlakota. 2004. Encyclopedia of Statistical Sciences. Encyclopedia of Statistical Sciences.
Ralph A. Alexander, Paul J. Hanges & George M. Alliger. (2016) An Empirical Examination of Two Transformations of Sample Correlations. Educational and Psychological Measurement 45:4, pages 797-801.
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Ralph A. Alexander, Kenneth P. Carson, George M. Alliger & Gerald V. Barrett. (2016) Correction for Restriction of Range when Both X and Y are Truncated. Applied Psychological Measurement 8:2, pages 231-241.
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Takao Shohoji, Yuji Yamashita & Tomoyuki Tarumi. (1981) Generalization of Fisher's z-transformation. Journal of Statistical Planning and Inference 5:4, pages 347-354.
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N. N. Mikhail, Beverly A. Prescott & L. P. Lester. 1981. Computer Science and Statistics: Proceedings of the 13th Symposium on the Interface. Computer Science and Statistics: Proceedings of the 13th Symposium on the Interface 284 287 .
Kocherlakota Subrahmaniam & A.V. Gajjar. (1980) Robustness to nonnormality of some transformations of the sample correlation coefficient. Journal of Multivariate Analysis 10:1, pages 60-77.
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