Inference for partially observed Markov processes
The pomp
package provides facilities for inference on time series data using partially-observed Markov process (POMP ) models. These models are also known as state-space models, hidden Markov models, or nonlinear stochastic dynamical systems. One can use pomp
to fit nonlinear, non-Gaussian dynamic models to time-series data. The package is both a set of tools for data analysis and a platform upon which statistical inference methods for POMP models can be implemented.
package
pomp
pomp
provides algorithms for:
simulate
.pfilter
and wpfilter
.mif2
.pmcmc
.probe
.abc
.bsmc2
.The package also provides various tools for plotting and extracting information on models and data.
pomp
algorithms are arranged into several levels. At the top level, estimation algorithms estimate model parameters and return information needed for other aspects of inference. Elementary algorithms perform common operations on POMP models, including simulation, filtering, and application of diagnostic probes; these functions may be useful in inference, but they do not themselves perform estimation. At the lowest level, workhorse functions provide the interface to basic POMP model components . Beyond these, pomp
provides a variety of auxiliary functions for manipulating and extracting information from pomp objects, producing diagnostic plots, facilitating reproducible computations , and so on.
The basic structure at the heart of the package is the pomp object . This is a container holding a time series of data (possibly multivariate) and a model. The model is specified by specifying some or all of its basic model components . One does this using the basic component arguments to the pomp
constructor. One can also add, modify, or delete basic model components on the fly in any pomp
function that accepts them.
The package contains a number of examples. Some of these are included in the help pages. In addition, several pre-built POMP models are included with the package. Tutorials and other documentation, including a package FAQ, are available from the package website.
pomp
homepage: https://kingaa.github.io/pomp/pomp
news: https://kingaa.github.io/pomp/blog.htmlpomp
Execute citation("pomp")
to view the correct citation for publications.
A. A. King, D. Nguyen, and E. L. Ionides. Statistical inference for partially observed Markov processes via the R package pomp
. Journal of Statistical Software 69 (12), 1--43, 2016. tools:::Rd_expr_doi("10.18637/jss.v069.i12") . An updated version of this paper is available on the c("list("pomp")", " package website").
See the package website for more references, including many publications that use pomp
.
Useful links:
More on implementing POMP models: Csnippet
, accumvars
, basic_components
, betabinomial
, covariates
, dinit_spec
, dmeasure_spec
, dprocess_spec
, emeasure_spec
, eulermultinom
, parameter_trans()
, pomp_constructor
, prior_spec
, rinit_spec
, rmeasure_spec
, rprocess_spec
, skeleton_spec
, transformations
, userdata
, vmeasure_spec
More on pomp
workhorse functions: dinit()
, dmeasure()
, dprior()
, dprocess()
, emeasure()
, flow()
, partrans()
, rinit()
, rmeasure()
, rprior()
, rprocess()
, skeleton()
, vmeasure()
, workhorses
More on pomp
estimation algorithms: abc()
, bsmc2()
, estimation_algorithms
, mif2()
, nlf
, pmcmc()
, probe_match
, spect_match
More on pomp
elementary algorithms: elementary_algorithms
, kalman
, pfilter()
, probe()
, simulate()
, spect()
, trajectory()
, wpfilter()
Aaron A. King