plot.fanovatests function

Plot P-values of Tests Based on Random Projections for FANOVA Problem

Plot P-values of Tests Based on Random Projections for FANOVA Problem

The p-values of the tests based on random projections for the one-way analysis of variance for (univariate) functional data against the number of projections are plotted.

## S3 method for class 'fanovatests' plot(x, y, ...)

Arguments

  • x: an "fanovatests" object. More precisely, a result of the function fanova.tests for the standard tests based on random projections.
  • y: an "fanovatests" object. More precisely, a result of the function fanova.tests for the permutation tests based on random projections.
  • ...: additional arguments not used.

Author(s)

Tomasz Gorecki, Lukasz Smaga

Note

We can use only one of the arguments x and y, or both simultaneously.

See Also

fanova.tests, plot.fmanovatrp

Examples

# Some of the examples may run some time. # gait data (the first feature) library(fda) gait.data.frame <- as.data.frame(gait) x.gait <- as.matrix(gait.data.frame[, 1:39]) # vector of group labels group.label.gait <- rep(1:3, each = 13) set.seed(123) fanova4 <- fanova.tests(x.gait, group.label.gait, test = "TRP", parallel = TRUE, nslaves = 2, params = list(paramTRP = list(k = c(10, 20, 30), B.TRP = 1000))) set.seed(123) fanova5 <- fanova.tests(x.gait, group.label.gait, test = "TRP", parallel = TRUE, nslaves = 2, params = list(paramTRP = list(k = c(10, 20, 30), permutation = TRUE, B.TRP = 1000))) plot(x = fanova4) plot(y = fanova5) plot(x = fanova4, y = fanova5) set.seed(123) fanova6 <- fanova.tests(x.gait, group.label.gait, test = "TRP", parallel = TRUE, nslaves = 2, params = list(paramTRP = list(k = c(10, 20, 30), projection = "BM", B.TRP = 1000))) set.seed(123) fanova7 <- fanova.tests(x.gait, group.label.gait, test = "TRP", parallel = TRUE, nslaves = 2, params = list(paramTRP = list(k = c(10, 20, 30), projection = "BM", permutation = TRUE, B.TRP = 1000))) plot(x = fanova6) plot(y = fanova7) plot(x = fanova6, y = fanova7)
  • Maintainer: Lukasz Smaga
  • License: LGPL-2 | LGPL-3 | GPL-2 | GPL-3
  • Last published: 2018-08-29

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