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ISSN

2424-8460(Online)

2251-2608(Print)

Article Processing Charges (APCs)

US$800

Publication Frequency

Quarterly

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Published

2024-02-03

Issue

Vol 10 No 5 (2023): Published

Section

Articles

The Test of Univariate Normality and Multivariate Normality Based on R Language

ManLi Zhang

Rui Chen

Jing Li


DOI: https://doi.org/10.59429/esta.v10i5.1444


Keywords: Normal Distribution; Test Method


Abstract

The normal distribution is a widely used distribution and has a very important probability distribution in the fields of mathematics, physics and engineering. In natural and social phenomena, a large number of random variables obey or approximately obey the normal distribution, so it is always customary to assume that they are in line with normality when doing data analysis, but whether the assumption is true or not depends on the normality of test. Therefore, the judgment method of normal distribution is also particularly important. This paper proposes corresponding test methods for univariate normality and multivariate normality under the premise of R language.


References

Shen HF. Course of Probability Theory and Mathematical Statistics [M]. Beijing: Higher Education Press, 1998.

Wang BH. Graphical method of normality test and its application, Mathematical Statistics and Applied Probability [J].1996, 9(3): 250-255.

Shaoiro SS. An analysis of variance test for normality, Biomerika [J]. 1995(52): 591-611.



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