Description Usage Arguments Value Examples
boottestgscm
computes a confidence interval for the difference of weighted average of averages of coefficients of determination
for two segmentations of a GSC model
For a one sided alternative hypothesis the error alpha has to be duplicated
1 2 | boottestgscm(dat, B, indicatorx, indicatory, loadingx = FALSE,
loadingy = FALSE, member1, member2, alpha, inner = FALSE)
|
dat |
(n,p)-matrix, the values of the manifest variables. The columns must be arranged in that way that the components of refl are (absolutely) increasing. |
B |
(q,q) lower triangular matrix describing the interrelations of the latent variables: b_ij = 1 regression coefficient of eta_j in the regression relation in which eta_i is the depend variable b_ij = 0 if eta_i does not depend on eta_j in a direct way (b_ii = 0 !) |
indicatorx |
vector describing with which exogenous composite the X-variables are connected |
indicatory |
vector describing with which endogenous composite the Y-variables are connected |
loadingx |
logical FALSE when there are no loadings for the X-variables in the model |
loadingy |
logical FALSE when there are no loadings for the Y-variables in the model |
member1 |
vector of length n, indicating the cluster the observation belongs to for the first clustering |
member2 |
vector of length n, indicating the cluster the observation belongs to for the second clustering |
alpha |
scalar, significance level ( = 1 - confidence level ) |
inner |
Boolean, should a inner bootstrap loop be computed? |
KI vector with the confidence bounds; positive lower limit indicates significant superiority of first clustering, negative upper limit of second clustering.
1 2 3 4 5 6 7 8 9 10 |
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