Spatial statistics
Commands are available form forming variograms and for producing kriged estimates.
forms auto-variograms for individual variates or cross-variograms for pairs of variates
calculates kriged estimates using a model fitted to a sample
variogram
forms a covariogram structure containing auto-variograms
of individual variates and cross-variograms for pairs from a list of variates
computes cross validation statistics for punctual
kriging
fits models to sets of variograms and cross variograms
calculates kriged estimates using a model fitted to the sample
variograms and cross variograms of a set of variates
Procedures in the spatialstatistics module of the Library include:
fits models to an experimental variogram
analyses a field trial using the Linear Variance Neighbour
model
produces diagnostic plots for space-time clustering
draws polygons using high-resolution graphics
draws maps for spatial point patterns using high-resolution
graphics
adds points interactively to a spatial point pattern
reads a polygon interactively from the current graphics
device
FHAT
calculates an estimate of the F nearest-neighbour distribution function
FZERO
gives the F function expectation under complete spatial randomness
GHAT
calculates an estimate of the G nearest-neighbour distribution function
randomly labels two or more spatial point patterns
randomly thins a spatial point pattern
performs a random toroidal shift on a spatial point pattern
GRCSR
generates completely spatially random points in a polygon
KCSRENVELOPES
simulates K function bounds under complete spatial randomness
KHAT
calculates an estimate of the K function
KLABENVELOPES
gives bounds for K function differences under random labelling
KSED
calculates s.e. for K function differences under random labelling
calculates an estimate of the K function in space, time and space-time
performs a Monte-Carlo test for space-time interaction
calculates the standard error for the space-time K function
KTORENVELOPES
gives bounds for the bivariate K function under independence
K12HAT
calculates an estimate of the bivariate K function
MSEKERNEL2D
estimates the mean square error for a kernel smoothing
PTAREAPOLYGON
calculates the area of a polygon
generates a box bounding or surrounding a spatial point pattern
closes open polygons
gives summary and second order statistics for a point
process
PTGRID
generates a grid of points in a polygon
PTINTENSITY
calculates the overall density for a spatial point pattern
PTKERNEL2D
performs kernel smoothing of a spatial point pattern
performs kernel smoothing of space-time data
removes points interactively from a spatial point pattern
PTSINPOLYGON
returns points inside or outside a polygon