calculate_jacobian_Psi: Calculate Jacobian of Covariance Matrix
In christian-gische/causalSEM: Analyze Causal Effects Using Interventional Distributions
View source: R/calculate_jacobian_Psi.R
calculate_jacobian_Psi R Documentation
Calculate Jacobian of Covariance Matrix
Description
Calculates the Jacobian of the vectorized covariance matrix of
error terms (Psi-matrix). The Jacobian is defined as the partial derivative
with respect to the parameters vector theta of distinct and functionally
unrelated parameters.
Usage
calculate_jacobian_Psi(internal_list = NULL)
Arguments
internal_list
A list with various information extracted from the
model.
Value
The inputted list with the slot ..$derivative
in the sublist ..$Psi filled in:
..$derivative: Numeric matrix containing
the Jacobian of the vectorized Psi matrix.
References
Gische, C., Voelkle, M.C. (2022) Beyond the Mean: A Flexible
Framework for Studying Causal Effects Using Linear Models. Psychometrika 87,
868–901. https://doi.org/10.1007/s11336-021-09811-z
christian-gische/causalSEM documentation built on April 26, 2023, 10:36 p.m.
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View source: R/calculate_jacobian_Psi.R
| calculate_jacobian_Psi | R Documentation |
Calculate Jacobian of Covariance Matrix
Description
Calculates the Jacobian of the vectorized covariance matrix of error terms (Psi-matrix). The Jacobian is defined as the partial derivative with respect to the parameters vector theta of distinct and functionally unrelated parameters.
Usage
calculate_jacobian_Psi(internal_list = NULL)
Arguments
internal_list |
A list with various information extracted from the model. |
Value
The inputted list with the slot ..$derivative
in the sublist ..$Psi filled in:
..$derivative: | Numeric matrix containing the Jacobian of the vectorized Psi matrix. |
References
Gische, C., Voelkle, M.C. (2022) Beyond the Mean: A Flexible Framework for Studying Causal Effects Using Linear Models. Psychometrika 87, 868–901. https://doi.org/10.1007/s11336-021-09811-z
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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