Helper to define list of parameters to control the ZIPLN fit. All arguments have defaults.
Arguments
- backend
optimization backend, either
"builtin"(default, built-in Newton optimizer for the joint VE step) or"nlopt"(NLOPT-based CCSAQ).- trace
a integer for verbosity.
- covariance
character setting the model for the covariance matrix. Either "full", "diagonal", "spherical", "fixed" or "sparse". Default is "full".
- Omega
precision matrix of the latent variables. Inverse of Sigma. Must be specified if
covarianceis "fixed"- penalty
a user-defined penalty to sparsify the residual covariance. Defaults to 0 (no sparsity).
- penalize_diagonal
boolean: should the diagonal terms be penalized in the graphical-Lasso? Default is
TRUE- penalty_weights
either a single or a list of p x p matrix of weights (default: all weights equal to 1) to adapt the amount of shrinkage to each pairs of node. Must be symmetric with positive values.
- config_post
a list for controlling the post-treatments (optional bootstrap, jackknife, R2, etc.). See details
- config_optim
a list for controlling the optimizer (either "nlopt" or "torch" backend). See details
- inception
Set up the parameters initialization: by default, the model is initialized with a multivariate linear model applied on log-transformed data, and with the same formula as the one provided by the user. However, the user can provide a PLNfit (typically obtained from a previous fit), which sometimes speeds up the inference.
Details
See PLN_param() for a description of the generic config_optim entries (ftol_rel, xtol_rel, etc.). Like PLNnetwork_param(), ZIPLN_param() has two parameters controlling the outer EM loop:
"ftol_out" outer solver stops when an optimization step changes the objective function by less than
ftol_outmultiplied by the absolute value of the parameter. Default is 1e-6"maxit_out" outer solver stops when the number of iteration exceeds
maxit_out. Default is 200 for "builtin", 100 for "nlopt" and one additional parameter controlling the form of the variational approximation of the zero inflation:
