Description Usage Arguments Details
View source: R/approx_jacobian.R
A numerical estimation for the jacobian matrix giving the change of loss function dimensions \mathcal{l}(θ) for marginal change in each dimension of θ vector
1 | approx_jacobian_epsilon(theta, model_function, step = 1e-06, ...)
|
theta |
Vector of structural parameters. Assuming a named vector. |
model_function |
Function that should be used to transform θ parameter into moment conditions |
step |
h step to numerically compute derivative |
... |
Additional arguments |
Jacobian matrix is not derived from gradient
methods but is numerically approximated using
a small h step (step
argument).
Parallel implementation is proposed but is not efficient for the moment: it is usually slower than the sequential approach
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