angGaussSumm | R Documentation |
angGaussSumm
estimates the angular central Gaussian
distribution of 3D axial data using Tyler's (1987) maximum likelihood
method.
angGaussSumm(X, alpha = 0.05, tol = sqrt(.Machine$double.eps))
X |
An |
alpha |
Alpha value corresponding to confidence interval |
tol |
Tolerance for convergence of iterative algorithm. Default value is
the default for the |
A list with four components:
$lambda.matrix: a matrix of lambda values,
$lambda.eigval: the eigenvalues of the lambda matrix,
$lambda.eigvec: the eigenvectors of the lambda matrix (major orientations of the ACG distribution), and
$aCI: angular confidence intervals for first axis in second axis plane (I-II), first axis in third axis plane (I-III), and second axis in third axis plane (II-III), given in both radians and degrees.
Tyler, D.E., 1987. Statistical analysis for the angular central Gaussian distribution on the sphere. Biometrika, 74(3): 579 - 589.
Other qPLM Analysis Functions:
centroidCorr()
,
pullCluster()
,
pullROI()
,
pullqPLMSample()
,
qPLMClust()
,
qPLMTabulate()
#oldwd<-getwd()
#setwd(system.file("extdata", package = "microTransit"))
#load("testqPLMtab.R")
testqPLMGauss_tab<-angGaussSumm(testqPLMtab)
save(testqPLMGauss_tab, file = "testqPLMGauss_tab.R")
#setwd(oldwd)
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