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# File rPearson.R
# Part of the hydroGOF R package, https://github.com/hzambran/hydroGOF
# https://cran.r-project.org/package=hydroGOF
# http://www.rforge.net/hydroGOF/ ;
# Copyright 2009-2023 Mauricio Zambrano-Bigiarini
# Distributed under GPL 2 or later
# Before Oct 27th 2009, this function was included in 'gof' function
# Up to 17-Jul2016, this function was a hidden function
# The 'r.Pearson' coefficient ranges from -1 to 1.
# A value of 1 shows that a linear equation describes the relationship
# perfectly and positively, with all data points lying on the same line
# and with Y increasing with X.
# A score of -1 shows that all data points lie on a single line but
# that Y increases as X decreases.
# A value of 0 shows that a linear model is not needed, i.e., that there
# is no linear relationship between the variables.
# References:
# 1) \url{https://en.wikipedia.org/wiki/Pearson_correlation_coefficient}
# 2) Pearson, K. (1920). Notes on the history of correlation.
# Biometrika, 13(1), 25-45. doi:10.2307/2331722
# 3) Schober, P., Boer, C., Schwarte, L. A. (2018). Correlation coefficients: appropriate
# use and interpretation. Anesthesia & analgesia, 126(5), 1763-1768.
# doi:10.1213/ANE.0000000000002864
################################################################################
# Author: Mauricio Zambrano-Bigiarini #
################################################################################
# Started: 27-Oct-2009 #
# Updates: 17-Jul-2016 #
# 16-Jan-2023 #
################################################################################
rPearson <-function(sim, obs, ...) UseMethod("rPearson")
rPearson.default <- function(sim, obs, fun=NULL, ...,
epsilon.type=c("none", "Pushpalatha2012", "otherFactor", "otherValue"),
epsilon.value=NA) {
if ( is.na(match(class(sim), c("integer", "numeric", "ts", "zoo"))) |
is.na(match(class(obs), c("integer", "numeric", "ts", "zoo")))
) stop("Invalid argument type: 'sim' & 'obs' have to be of class: c('integer', 'numeric', 'ts', 'zoo')")
vi <- valindex(sim, obs)
if (length(vi) > 0) {
obs <- as.numeric(obs[vi])
sim <- as.numeric(sim[vi])
if (!is.null(fun)) {
fun1 <- match.fun(fun)
new <- preproc(sim=sim, obs=obs, fun=fun1, ...,
epsilon.type=epsilon.type, epsilon.value=epsilon.value)
sim <- new[["sim"]]
obs <- new[["obs"]]
} # IF end
rPearson <- cor(sim, obs, method="pearson", use="pairwise.complete.obs")
# if 'sim' and 'obs' were matrixs or data.frame, then the correlation
# between observed and simulated values for each variable is given by the diagonal of 'r.Pearson'
#if ( is.matrix(r.Pearson) | is.data.frame(r.Pearson) ) {
#r.Pearson <- diag(r.Pearson)
#}
} else {
rPearson <- NA
warning("There are no pairs of 'sim' and 'obs' without missing values !")
} # ELSE end
return(rPearson)
} # 'rPearson.default' end
################################################################################
# Author: Mauricio Zambrano-Bigiarini #
################################################################################
# Started: 27-Oct-2009 #
# Updates: 17-Jul-2016 #
# 16-Jan-2023 #
################################################################################
rPearson.matrix <- function(sim, obs, na.rm=TRUE, fun=NULL, ...,
epsilon.type=c("none", "Pushpalatha2012", "otherFactor", "otherValue"),
epsilon.value=NA){
rPearson <- rep(NA, ncol(obs))
rPearson <- sapply(1:ncol(obs), function(i,x,y) {
rPearson[i] <- rPearson.default( x[,i], y[,i], na.rm=na.rm, fun=fun, ...,
epsilon.type=epsilon.type, epsilon.value=epsilon.value)
}, x=sim, y=obs )
return(rPearson)
} # 'rPearson.matrix' END
################################################################################
# Author: Mauricio Zambrano-Bigiarini #
################################################################################
# Started: 27-Oct-2009 #
# Updates: 17-Jul-2016 #
# 16-Jan-2023 #
################################################################################
rPearson.data.frame <- function(sim, obs, na.rm=TRUE, fun=NULL, ...,
epsilon.type=c("none", "Pushpalatha2012", "otherFactor", "otherValue"),
epsilon.value=NA){
sim <- as.matrix(sim)
obs <- as.matrix(obs)
rPearson.matrix(sim, obs, na.rm=na.rm, fun=fun, ...,
epsilon.type=epsilon.type, epsilon.value=epsilon.value)
} # 'rPearson.data.frame' END
################################################################################
# Author: Mauricio Zambrano-Bigiarini #
################################################################################
# Started: 22-Mar-2013 #
# Updates: 17-Jul-2016 #
# 16-Jan-2023 #
################################################################################
rPearson.zoo <- function(sim, obs, na.rm=TRUE, fun=NULL, ...,
epsilon.type=c("none", "Pushpalatha2012", "otherFactor", "otherValue"),
epsilon.value=NA){
sim <- zoo::coredata(sim)
if (is.zoo(obs)) obs <- zoo::coredata(obs)
if (is.matrix(sim) | is.data.frame(sim)) {
rPearson.matrix(sim, obs, na.rm=na.rm, fun=fun, ...,
epsilon.type=epsilon.type, epsilon.value=epsilon.value)
} else NextMethod(sim, obs, na.rm=na.rm, fun=fun, ...,
epsilon.type=epsilon.type, epsilon.value=epsilon.value)
} # 'rPearson.zoo' end
################################################################################
# Author: Mauricio Zambrano-Bigiarini #
################################################################################
# Started: 17-Jul-2016 #
# Updates: #
################################################################################
.rPearson <-function(sim, obs, ...) UseMethod("rPearson")
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