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spBayes (version 0.3-9)

Univariate and Multivariate Spatial-temporal Modeling

Description

Fits univariate and multivariate spatio-temporal models with Markov chain Monte Carlo (MCMC).

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Version

Install

install.packages('spBayes')

Monthly Downloads

822

Version

0.3-9

License

GPL (>= 2)

Maintainer

Andrew Finley

Last Published

January 27th, 2015

Functions in spBayes (0.3-9)

bayesLMRef

Simple Bayesian linear model with non-informative priors
bayesGeostatExact

Simple Bayesian spatial linear model with fixed semivariogram parameters
bayesLMConjugate

Simple Bayesian linear model via the Normal/inverse-Gamma conjugate
spGLM

Function for fitting univariate Bayesian generalized linear spatial regression models
spPredict

Function for new locations given a model object
spDiag

Model fit diagnostics
Zurich.dat

Zurichberg Forest inventory data
spDynLM

Function for fitting univariate Bayesian dynamic space-time regression models
BEF.dat

Bartlett Experimental Forest inventory data
spRecover

adaptMetropGibbs

Adaptive Metropolis within Gibbs algorithm
spMisalignGLM

Function for fitting multivariate generalized linear Bayesian spatial regression models to misaligned data
pointsInPoly

Finds points in a polygon
NYOzone.dat

Observations of ozone concentration levels.
FORMGMT.dat

Data used for illustrations
mkMvX

Make a multivariate design matrix
spMvLM

Function for fitting multivariate Bayesian spatial regression models
spLM

Function for fitting univariate Bayesian spatial regression models
NETemp.dat

Monthly weather station temperature data across the Northeastern US
FBC07.dat

Synthetic multivariate data with spatial and non-spatial variance structures
iDist

Euclidean distance matrix
spMisalignLM

Function for fitting multivariate Bayesian spatial regression models to misaligned data
spMvGLM

Function for fitting multivariate Bayesian generalized linear spatial regression models
WEF.dat

Western Experimental Forest inventory data
mkSpCov

Function for calculating univariate and multivariate covariance matrices