Nothing
dspat=function(int.formula=~1,det.formula=~1,study.area,
obs,lines,covariates,epsvu=c(1,.01), width=NULL,
use.gam=FALSE, show.warnings=FALSE, nclass=NULL)
##################################################################################
# Creates a dspat object by fitting model represented by formula to observations
# along line transects in a study area with covariates defined for a grid over the
# entire study area.
#
# Arguments:
#
# formula - formula for model
# study.area - owin class specifying study area
# obs - dataframe of observations
# lines - dataframe of lines
# covariates - dataframe of covariates with following structure
# x - x coordinate of midpoint of grid cell
# y - y coordinate of midpoint of grid cell
# ... - any number of covariate
# the data are ordered by column from left to right and
# from bottom to top such that y changes first from smallest
# to largest. Below are matrices showing y,x and their order
# 3,1 3,2 3,3 3 6 9
# 2,1 2,2 2,3 2 5 8
# 1,1 1,2 1,3 1 4 7
# epsvu - vector of pixel sizes (v,u) or (height, width) after rotation
# width - full transect width; only needed if it is not specified in lines
# use.gam - if TRUE uses gam instead of glm for fitting; if formula contains
# s() use.gam will be set TRUE by default
# show.warnings - if TRUE, show the warnings created in building the quadrature
# nclass - number of distance classes for expected/observed counts
#
# Value: list of class "dspat" with elements
#
# model - output object from ppm
# lines.psp - psp line segment process for center lines
# transects - list of dataframes specifying polygonal transects
# covariate.im - list of covariate images (class im)
# study.area - owin class of study area
# use.gam - TRUE/FALSE whether gam was used
#
# Jeff Laake
# 9 April 2008
##################################################################################
{
# adjust epsvu[2] such that width is a multiple
if(is.null(width))
{
if("width" %in% colnames(lines))
width=max(lines[,"width"])
else
stop("Missing either width specification or width column in lines matrix")
}
else
{
lines = cbind(lines,width=rep(width,dim(lines)[1]))
}
epsvu[2]=width/2/ceiling(width/2/epsvu[2])
# Create lt quadscheme and extract components
Q.list <- quadscheme.lt(study.area,obs,lines,epsvu=epsvu,
width=NULL,show.warnings=show.warnings)
Q.lt=Q.list$Q
obs.ppp=Q.list$Q$data
lines.psp=Q.list$lines.psp
transects=Q.list$transects
# Turn covariates into spatstat images; handle HPP with no distance
# effect (strip transects) by creating constant covariate
if(int.formula==~1) int.formula=~-1+constant
if(int.formula==~-1+constant)
covariates$constant=1
# Create covariate dataframe with all covariates used in formula at
# data (observations) and dummy(quadrature) points.
LTdf = LTDataFrame(study.area, lines, lines.psp, int.formula,
det.formula, covariates, Q.lt)
# Set value of use.gam to TRUE if formula contains a smooth "s("
if(length(grep("s\\(",as.character(LTdf$formula)))!=0) use.gam=TRUE
# Fit Model
fit.ppm = ppm(Q.lt,LTdf$formula,covariates = LTdf$cov.df, use.gam=use.gam)
x=list(model=fit.ppm,lines.psp=lines.psp,transects=transects,
covariate.im=LTdf$covariate.im,study.area=study.area,use.gam=use.gam)
# Compute observed and expected counts by transect
class(x)="dspat"
x=c(x,transect.intensity(x, epsvu=epsvu, obs.ppp=obs.ppp,
covariates=LTdf$cov.df,nclass=nclass,width=width))
# Return object with class "dspat"
class(x)="dspat"
return(x)
}
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