MVComp | R Documentation |
Performs a traditional multivariate comparison of mean vectors drawn from two populations.
MVComp(data1, data2, level = .95)
data1 |
a multivariable dataset to compare to. |
data2 |
a multivariable dataset to compare. |
level |
draw elliptical contours at these (normal) probability or confidence levels. |
This function provides a T2-statistic for testing the equality of two mean vectors. This test is appropriate for testing two populations, assuming independence.
Assumptions:
The sample for both populations is a random sample from a multivariate population.
-Both populations are independent
-Both populations are multivariate normal
-Covariance matrices are approximately equal
This function returns the simultaneous confidence intervals for the p-variates and its corresponding confidence ellipse at the stated confidence level.
Nelson Lee Afanador (nelson.afanador@mvdalab.com)
Johnson, R.A., Wichern, D.W. (2002) Applied Multivariate Statistical Analysis. Prentice Hall.
data(College) dat1 <- College #Generate a 'fake' difference of 15 units dat2 <- College + matrix(rnorm(nrow(dat1) * ncol(dat1), mean = 15), nrow = nrow(dat1), ncol = ncol(dat1)) Comparison <- MVComp(dat1, dat2, level = .95) Comparison plot(Comparison, Diff2Plot = c(1, 2), include.zero = FALSE) plot(Comparison, Diff2Plot = c(1, 2), include.zero = TRUE) plot(Comparison, Diff2Plot = c(2, 3), include.zero = FALSE) plot(Comparison, Diff2Plot = c(2, 3), include.zero = TRUE) data(iris) dat1b <- iris[, -5] #Generate a 'fake' difference of .5 units dat2b <- dat1b + matrix(rnorm(nrow(dat1b) * ncol(dat1b), mean = .5), nrow = nrow(dat1b), ncol = ncol(dat1b)) Comparison2 <- MVComp(dat1b, dat2b, level = .90) plot(Comparison2, Diff2Plot = c(1, 2), include.zero = FALSE) plot(Comparison2, Diff2Plot = c(1, 2), include.zero = TRUE) plot(Comparison2, Diff2Plot = c(3, 4), include.zero = FALSE) plot(Comparison2, Diff2Plot = c(3, 4), include.zero = TRUE)
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.