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#' inEllipsoid: Determine if a point is inside or outside an ellipsoid
#' @description Determine if a point is inside or outside an ellipsoid based on
#' a confidence level.
#' @param centroid Numeric vector of centroids for each environmental variable.
#' @param eShape Shape matrix of the ellipsoid (can be a covariance matrix or a
#' minimum volume ellipsoid).
#' @param env_data Data frame with the environmental data.
#' @param level Proportion of points to be included in the ellipsoids,
#' equivalent to the error (E) proposed by Peterson et al. (2008).
#' @return A data.frame with 2 columns:
#' - "in_Ellipsoid": Binary response indicating if each point is inside (1)
#' or outside (0) the ellipsoid.
#' - "mh_dist": Mahalanobis distance from each point to the centroid.
#'
#' @examples
#' \donttest{
#' library(tenm)
#' data("abronia")
#' tempora_layers_dir <- system.file("extdata/bio",package = "tenm")
#' abt <- tenm::sp_temporal_data(occs = abronia,
#' longitude = "decimalLongitude",
#' latitude = "decimalLatitude",
#' sp_date_var = "year",
#' occ_date_format="y",
#' layers_date_format= "y",
#' layers_by_date_dir = tempora_layers_dir,
#' layers_ext="*.tif$")
#' abtc <- tenm::clean_dup_by_date(abt,threshold = 10/60)
#' future::plan("multisession",workers=2)
#' abex <- tenm::ex_by_date(abtc,train_prop=0.7)
#' varcorrs <- tenm::correlation_finder(environmental_data = abex$env_data[,-ncol(abex$env_data)],
#' method = "spearman",
#' threshold = 0.8,
#' verbose = FALSE)
#' future::plan("sequential")
#' mod <- tenm::cov_center(data = abex$env_data,
#' mve = TRUE,
#' level = 0.975,
#' vars = c("bio_05","bio_06","bio_12"))
#' in_elip <- tenm::inEllipsoid(centroid = mod$centroid,
#' eShape = mod$covariance,
#' env_data = abex$env_data[,c("bio_05","bio_06","bio_12")],
#' level = 0.975)
#' # 1 = Inside the ellipsoid; 0 = Outside the ellipsoid
#' print(in_elip)
#' }
#' @export
inEllipsoid <- function(centroid,eShape,env_data,level){
mh_dist <- stats::mahalanobis(env_data,
center = centroid,
cov =eShape)
in_Ellipsoid <- mh_dist <= stats::qchisq(level,
length(centroid))
in_Ellipsoid <- in_Ellipsoid*1
in_Ellipsoid_mh <- data.frame(in_Ellipsoid,mh_dist )
return(in_Ellipsoid_mh)
}
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