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Multilevel SEM Modeling with xxM
https://www.udemy.com/multilevel-sem-modeling-with-xxm/?couponCode=OCTFOR10

Multilevel SEM Modeling with xxM is a "must have" course for anyone
interested in SEM modeling. It teaches the use of the xxM package in R
developed by Dr. Paras Mehta at the University of Houston. Dr. Mehta
states that xxM is the only software in the world at this time that
enables multilevel SEM modeling with any number of data-dependent levels
using both latent and observed variables both within and between levels.

We offer this xxM course for $10 USD total if you register during
October following the link provided. 

Multilevel SEM Modeling with xxM
https://www.udemy.com/multilevel-sem-modeling-with-xxm/?couponCode=OCTFOR10

Multilevel SEM Modeling with xxM Multilevel modeling is a term
alternately used to describe hierarchical linear models, nested models,
mixed-effects models, random-effects models, and split-plot designs.
They are statistical models for estimating parameters that vary at more
than one level and which may contain both observed and latent variables
at any level. They are generalizations of linear models, particularly
linear regression, although they may be extended to non-linear models.
xxM is an R package which can estimate multilevel SEM models
characterized by complex level-dependent data structures containing both
observed and latent variables. The package was developed at the
University of Houston by a collaborative team headed by Dr. Paras Mehta.
xxM implements a modeling framework called n-Level Structural Equation
Modeling (NL-SEM) which allows the specification of models with any
number of levels. Because observed and latent variables are allowed at
all levels, a conventional SEM model may be specified for each level and
across any levels. Also, the random-effects of observed variables are
allowed both within and across levels. Mehta claims that xxM is the only
software tool in the world that is capable of estimating the effects of
both observed and latent variables in a SEM nomological network across
an unlimited number of levels.


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