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Plot statistical power for common LTA estimates.

Usage

FigPowerLTAEst(results_lta_est)

Arguments

results_lta_est

Summary LTA estimates results data frame.

Details

The parameters are indexed as follows:

1

\(\theta_{11}\) parameter. Unique state variance for item 1.

2

\(\theta_{22}\) parameter. Unique state variance for item 2.

3

\(\theta_{33}\) parameter. Unique state variance for item 3.

4

\(\theta_{44}\) parameter. Unique state variance for item 4.

5

\(\nu_{0}\) parameter. Intercept for initial log-odds of profile 0 (vs. profile 1) when \(X = 0\).

6

\(\kappa_{0}\) parameter. Covariate effect on initial profile membership; higher \(X\) increases odds of profile 0.

7

\(\alpha_{0}\) parameter. Baseline log-odds of being in profile 0 across days.

8

\(\beta_{00}\) parameter. Increased odds of staying in profile 0 if previously in that profile; reflects persistence.

9

\(\gamma_{00}\) parameter. Covariate effect on staying in profile 0; higher \(X\) increases persistence.

10

\(\gamma_{10}\) parameter. Covariate effect on switching from state to profile 0; higher \(X\) increases transition odds.

11

\(\mu_{10}\) parameter. Profile specific mean for profile 0 and item 1.

12

\(\mu_{20}\) parameter. Profile specific mean for profile 0 and item 2.

13

\(\mu_{30}\) parameter. Profile specific mean for profile 0 and item 3.

14

\(\mu_{40}\) parameter. Profile specific mean for profile 0 and item 4.

15

\(\mu_{11}\) parameter. Profile specific mean for profile 1 and item 1.

16

\(\mu_{21}\) parameter. Profile specific mean for profile 1 and item 2.

17

\(\mu_{31}\) parameter. Profile specific mean for profile 1 and item 3.

18

\(\mu_{41}\) parameter. Profile specific mean for profile 1 and item 4.

Author

Ivan Jacob Agaloos Pesigan

Examples

if (FALSE) { # \dontrun{
data(results_lta_est, package = "manCULTA")
FigPowerLTAEst(results_lta_est)
} # }