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Communications in Statistics - Theory and Methods Volume 6, 1977 - Issue 1
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Original Articles

A goodness of fit test for multivariate normality

G. L. Hensler Syracuse University,
,
K. G. Mehrotra Syracuse University,
&
J. E. Michalek Syracuse University,
Pages 33-41 | Received 01 Feb 1976, Published online: 27 Jun 2007

Citations (11)

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Read on this site (3)

Govind S. Mudholkar, Deo Kumar Srivastava & C. Thomas Lin. (1995) Some p-variate adaptations of the shapiro-wilk test of normality. Communications in Statistics - Theory and Methods 24:4, pages 953-985.
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D. B. Owen. (1988) The starship. Communications in Statistics - Simulation and Computation 17:2, pages 315-323.
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A. Bera & S. John. (1983) Tests for multivariate normality with pearson alternatives. Communications in Statistics - Theory and Methods 12:1, pages 103-117.
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Articles from other publishers (8)

Sung Nok Chiu & Kwong Ip Liu. (2009) Generalized Cramér–von Mises goodness-of-fit tests for multivariate distributions. Computational Statistics & Data Analysis 53:11, pages 3817-3834.
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Christopher J. Mecklin & Daniel J. Mundfrom. (2007) An Appraisal and Bibliography of Tests for Multivariate Normality. International Statistical Review 72:1, pages 123-138.
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Henry Thode. 2002. Testing For Normality. Testing For Normality.
G. V. Martynov. (1992) Statistical tests based on empirical processes and related questions. Journal of Soviet Mathematics 61:4, pages 2195-2271.
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G. A. F. Seber. 1984. Multivariate Observations. Multivariate Observations 626 670 .
Lionel Weiss. (2006) The asymptotic sufficiency of sparse order statistics in tests of fit with nuisance parameters. Naval Research Logistics Quarterly 27:3, pages 397-406.
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D. B. Owen & Loretta Li. (2016) The Use of Cutting Scores in Selection Procedures. Journal of Educational Statistics 5:2, pages 157-168.
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K.V. Mardia. 1980. Analysis of Variance. Analysis of Variance 279 320 .

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