pdb_make_proto_ipm: Generate proto_ipms from Padrino objects

View source: R/make_proto.R

pdb_make_proto_ipmR Documentation

Generate proto_ipms from Padrino objects

Description

This function generates proto_ipm objects from Padrino Database tables.

Usage

pdb_make_proto_ipm(pdb, ipm_id = NULL, det_stoch = "det", kern_param = "kern")

Arguments

pdb

A pdb object.

ipm_id

Optionally, one or more ipm_id's to build. If empty, all models contained in the pdb object will be processed into proto_ipm's.

det_stoch

A vector containing either "det" or "stoch". This determines whether we want to construct a deterministic or stochastic model. Default is "det". See details

kern_param

If det_stoch = "stoch", then whether or not to construct a kernel resampled model, or a parameter resampled model. See details.

Details

proto_ipm objects contain all of the information needed to implement an IPM, but stop short of actually generating kernels. These are intermediate building blocks that can be modified before creating a full IPM so that things like perturbation analysis are a bit more straightforward.

When requesting many models, the det_stoch and kern_param parameters can also be vectors. These are matched with ipm_id by position. If the lengths of det_stoch and kern_param do not match the length ipm_id, they will be recycled until they do.

For stochastic models, there is sometimes the option of building either a kernel-resampled or a parameter resampled model. A kernel resampled model uses some point estimate for time and/or space varying parameters to generate kernels for each year/site/grouping factor. Parameter resampled models sample parameters from distributions. Padrino stores this information for some models when it is available in the literature, and tries to fail informatively when these distributions aren't available in the database.

Value

A list containing one or more proto_ipms. Names of the list will correspond to ipm_ids.

See Also

For more info on kern_param definitions:

Metcalf et al. (2015). Statistial modeling of annual variation for inference on stochastic population dynamics using Integral Projection Models. Methods in Ecology and Evolution. DOI: 10.1111/2041-210X.12405


Rpadrino documentation built on April 30, 2022, 1:05 a.m.