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weighted centroid function
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## Function for returning weighted centroid location | |
## currently hard-coded to return mean, q10, q20, q80 & q90. | |
weightedCentre <- function(x, y, z) { | |
require(matrixStats); require(Hmisc) | |
if (anyNA(c(x, y, z))) { | |
stop("There are missing values present in x, y, or z") | |
} | |
if (length(z) != length(x)) { | |
stop("Number of weights supplied not equal to number of coordinates") | |
} | |
x_y = cbind(x, y) | |
w = z | |
mean = matrixStats::colWeightedMeans(x_y, w = w, na.rm = FALSE) | |
q10 = cbind(Hmisc::wtd.quantile(x = x_y[,1], weights = w, probs = 0.10), ## x | |
Hmisc::wtd.quantile(x = x_y[,2], weights = w, probs = 0.10)) ## y | |
q20 = cbind(Hmisc::wtd.quantile(x = x_y[,1], weights = w, probs = 0.20), | |
Hmisc::wtd.quantile(x = x_y[,2], weights = w, probs = 0.20)) | |
q80 = cbind(Hmisc::wtd.quantile(x = x_y[,1], weights = w, probs = 0.80), | |
Hmisc::wtd.quantile(x = x_y[,2], weights = w, probs = 0.80)) | |
q90 = cbind(Hmisc::wtd.quantile(x = x_y[,1], weights = w, probs = 0.90), | |
Hmisc::wtd.quantile(x = x_y[,2], weights = w, probs = 0.90)) | |
colnames(q10)<-colnames(q20)<-colnames(q80)<-colnames(q90) <- c("x", "y") | |
wght_cent <- matrix(rbind(mean, q10, q20, q80, q90), ncol = 2) | |
rownames(wght_cent) <- c("mean", "q10", "q20", "q80", "q90") | |
return(wght_cent) | |
} | |
### EXAMPLE ### | |
library(sp) | |
data(meuse) | |
# x-coords, y-coords, "weights" | |
df_x <- meuse$x; df_y <- meuse$y; df_w = meuse$cadmium | |
plot(df_x, df_y, pch = 19, col = heat.colors(20)) | |
points(mean(df_x), mean(df_y), col = "blue", pch = 12) ## geographic centroid | |
new_cents <- weightedCentre(x = df_x, y = df_y, z = df_w) | |
## add weighted centroids to map | |
points(new_cents, col = c("#0000FF", "#8A2BE2", "#008B00", "#4F4F4F", "#8B4513"), | |
pch = 16) | |
legend(x = 178800, y = 333500, legend = c("geo cent", rownames(new_cents)), | |
col = c("blue", "#0000FF", "#8A2BE2", "#008B00", "#4F4F4F", "#8B4513"), | |
pch = c(12, rep(16,5))) |
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