Nothing
## Calculating combination indices for x and y axes
CIcompX <- function(mixProp, modelList, EDvec, EDonly = FALSE)
{
## Checking the input
if ( (mixProp < 0) | (mixProp > 1) ) {stop("Mixture proportion should be between 0 and 1")}
if ( (!is.list(modelList)) | (length(modelList) != 3) ) {stop("Exactly 3 model fits should be provided in a list")}
if (length(EDvec) < 1) {stop("At least effective dose level should be specified")}
## Estimating effective doses and effects
ese12Vec <- ED(modelList[[1]], EDvec, display = FALSE, bound = FALSE)[, 1:2, drop = FALSE] # the mixture
ese1Vec <- ED(modelList[[2]], EDvec, display = FALSE, bound = FALSE)[, 1:2, drop = FALSE]
ese2Vec <- ED(modelList[[3]], EDvec, display = FALSE, bound = FALSE)[, 1:2, drop = FALSE]
eseMat <- as.matrix(cbind(ese12Vec[, 1], ese1Vec[, 1], ese2Vec[, 1], ese12Vec[, 2], ese1Vec[, 2], ese2Vec[, 2]))
rownames(eseMat) <- as.character(EDvec)
colnames(eseMat) <- c("ED.mix", "ED1", "ED2", "SE.mix", "SE1", "SE2")
pred12 <- predict(modelList[[1]], data.frame(ese12Vec[, 1]), se.fit = TRUE)
# Note: Ignoring uncertainty in the ED values!
pred1 <- predict(modelList[[2]], data.frame(ese1Vec[, 1]), se.fit = TRUE)
pred2 <- predict(modelList[[3]], data.frame(ese2Vec[, 1]), se.fit = TRUE)
## In case only a single ED level is specified
## (as predict() then returns a vector, not a matrix)
if (!is.matrix(pred12)) {pred12 <- matrix(pred12, nrow = 1)}
if (!is.matrix(pred1)) {pred1 <- matrix(pred1, nrow = 1)}
if (!is.matrix(pred2)) {pred2 <- matrix(pred2, nrow = 1)}
predMat <- as.matrix(cbind(pred12[, 1], pred1[, 1], pred2[, 1],
pred12[, 2], pred1[, 2], pred2[, 2]))
rownames(predMat) <- as.character(EDvec)
colnames(predMat) <- c("E.mix", "E1", "E2", "SE.mix", "SE1", "SE2")
## Calculating combination index for effective doses
xCAfct <- function(eseVec)
{
combInd <- (mixProp*eseVec[1]/eseVec[2]) + ((1-mixProp)*eseVec[1]/eseVec[3])
caDiff <- combInd - 1
derivFct <- function(ecVec)
{
derivComp <- c(
mixProp / ecVec[2] + (1-mixProp) / ecVec[3],
-mixProp * ecVec[1] / (ecVec[2]^2),
-(1 - mixProp) * ecVec[1] / ((ecVec[3]^2)))
derivComp
}
derivVec <- derivFct(eseVec[1:3])
diagVec <- diag(eseVec[4:6]^2)
# seCI <- sqrt(as.vector((-derivVec[2:3]) %*% (diagVec[2:3, 2:3]) %*% (-derivVec[2:3])))
seDiff <- sqrt(as.vector(derivVec %*% diagVec %*% derivVec))
derivFct2 <- function(ecVec)
{
addEff <- (mixProp / ecVec[2] + (1-mixProp) / ecVec[3])^{-1}
derivComp2 <- c(0, (addEff^2) * mixProp / (ecVec[2]^2), (addEff^2) * (1 - mixProp) / (ecVec[3]^2))
c(addEff, derivComp2)
}
dfRes2 <- derivFct2(eseVec[1:3])
derivVec2 <- dfRes2[2:4]
seDiff2 <- sqrt(as.vector(derivVec2 %*% diagVec %*% derivVec2))
# print(seDiff2)
retVec <- c(combInd, seDiff, c(combInd - 1.96 * seDiff, combInd + 1.96 * seDiff),
caDiff, 2 * (1 - pnorm(abs(caDiff / seDiff))), dfRes2[1], seDiff2)
names(retVec) <- c("combInd", "SE",
"lowCI", "highCI",
"CAdiff", "CAdiffp", "PredAdd", "sePredAdd")
retVec
}
# CI = {1/ [(pi/EX1) + (1-pi)/Ex2]}/eseVec[1]
# CI = {1/ [(pi/eseVec[2]) + (1-pi)/eseVec[3]]}/eseVec[1]
# CI = {1/ [(pi*eseVec[1]/eseVec[2]) + (1-pi)*eseVec[1]/eseVec[3]]}
## Calculating combination index for effects
yCAfct <- function(eseVec)
{
denomi <- (mixProp*eseVec[1]/eseVec[2]) + ((1-mixProp)*eseVec[1]/eseVec[3])
combInd <- 1 / denomi
caDiff <- combInd - 1
derivFct <- function(ecVec)
{
derivComp <- (-1/(denomi^2)) * c(
mixProp / ecVec[2] + (1-mixProp) / ecVec[3] ,
-mixProp * ecVec[1] / (ecVec[2]^2),
-(1 - mixProp) * ecVec[1] / (ecVec[3]^2))
}
derivVec <- derivFct(eseVec[1:3])
diagVec <- diag(eseVec[4:6]^2)
# seCI <- sqrt(as.vector((-derivVec[2:3]) %*% (diagVec[2:3, 2:3]) %*% (-derivVec[2:3])))
seDiff <- sqrt(as.vector(derivVec %*% diagVec %*% derivVec))
derivFct2 <- function(ecVec)
{
addEff <- (mixProp / ecVec[2] + (1-mixProp) / ecVec[3])^{-1}
derivComp2 <- c(0, (addEff^2) * mixProp / (ecVec[2]^2), (addEff^2) * (1 - mixProp) / (ecVec[3]^2))
c(addEff, derivComp2)
}
dfRes2 <- derivFct2(eseVec[1:3])
derivVec2 <- dfRes2[2:4]
seDiff2 <- sqrt(as.vector(derivVec2 %*% diagVec %*% derivVec2))
retVec <- c(combInd, seDiff,
c(combInd - 1.96 * seDiff, combInd + 1.96 * seDiff),
caDiff, 2 * (1 - pnorm(abs(caDiff / seDiff))), dfRes2[1], seDiff2)
names(retVec) <- c("combInd", "SE",
"lowCI", "highCI",
"CAdiff", "CAdiffp", "PredAdd", "sePredAdd")
retVec
}
CAxMat <- t(apply(eseMat, 1, xCAfct))
rownames(CAxMat) <- EDvec
CAyMat <- t(apply(predMat, 1, yCAfct)) # not yCAfct
rownames(CAyMat) <- EDvec
if (EDonly)
{
list(Effx = eseMat, CAx = CAxMat, EDvec = EDvec)
} else {
list(Effx = eseMat, Effy = predMat, CAx = CAxMat, CAy = CAyMat, EDvec = EDvec)
}
}
CIcomp <- function(mixProp, modelList, EDvec)
{
resLst <- CIcompX(mixProp, modelList, EDvec, EDonly = FALSE)
resMt <- matrix(NA, 5, 5)
resMt[c(1,2,4), 1:2] <- matrix(resLst[["Effx"]][c(2, 3, 1, 5, 6, 4)], 3, 2)
resMt[3, 1:2] <- resLst[["CAx"]][7:8]
resMt[5, ] <- resLst[["CAx"]][c(1:2, 4:6)]
resMt <- cbind(resLst[["CAx"]][, -5], resLst[["Effx"]][, c(1, 4)])
colnames(resMt)[6:7] <- c("ED.CA", "SE.CA")
# colnames(resMt) <- c("Est", "SE", "CIlow", "CIupp", "p-val")
# rownames(resMt) <- c("ED.A", "ED.B", "ED.CApred", "ED.mix", "CombInd")
resMt
}
plotFACI <- function(effList, indAxis = c("ED", "EF"), caRef = TRUE,
showPoints = FALSE, add = FALSE, ylim, ...)
{
indAxis <- match.arg(indAxis)
# indMat <- CIcompX(mixProp, modelList, faValues)
faValues <- effList[["EDvec"]]
minfa <- min(faValues)
faValues[faValues < 0] <- -(100 - abs(faValues[faValues < 0]))
# if (indAxis == "x") {plotMat <- indMat[[1]]} else {plotMat <- indMat[[2]]}
plotMat <- switch(indAxis, ED = effList[["CAx"]], EF = effList[["CAy"]])
xVec <- as.numeric(rownames(plotMat))
xVec[faValues < 0] <- rev(xVec[faValues < 0])
xVec[faValues > 0] <- rev(xVec[faValues > 0])
yVec <- plotMat[, 1]
seVec <- plotMat[, 2]
if (caRef)
{
yLimits <- c(0, max(yVec))
} else {
yLimits <- range(yVec)
}
if (!missing(ylim))
{
yLimits <- ylim
}
if (!add)
{
plot(xVec, yVec, type = "l", xlim = c(minfa - 1, max(faValues) + 1), ylim = yLimits,
xlab = "Fraction affected", ylab = "Combination index", ...)
abline(h = 1, lty = 2, lwd = 2)
} else {
lines(xVec, yVec, ...)
}
dispersion(xVec, yVec, ulim = 1.96 * seVec, arrow.gap = 0.15, ...)
if (showPoints)
{
points(xVec, yVec, pch = 1)
}
invisible(plotMat)
}
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