Nothing
"preview" <- function(formula, data, start, variable=1){
"formula2function"<-function(formu){
arg1 <- all.vars(formu)
arg2 <- vector("list",length(arg1))
names(arg2) <- arg1
Args <- do.call("alist",arg2)
fmodele <- as.function(c(Args,formu))
return(fmodele)
}
f1 <- formula2function(formula(formula)[[3]])
vardep <- all.vars(formula[[2]])
varindep <- intersect(all.vars(formula[[3]]), colnames(data))
predic <- do.call(f1, as.list(c(start, data[varindep])))
rss1 <- signif(sum((predic-data[vardep])^2), 3)
plot(data[c(variable, which(colnames(data)==vardep))], ylab="Predicted", main="", ylim=c(min(data[vardep],predic), max(data[vardep],predic)))
points(cbind.data.frame(data[variable], predic), pch="+", col="red")
cat("\nRSS: ", rss1,"\n")
}
"plotfit" <- function(x, smooth=FALSE, variable=1, xlab=NULL, ylab=NULL, pch.obs=1, pch.fit="+", lty=1, lwd=1, col.obs="black", col.fit="red", ...){
if (!inherits(x, "nls"))
stop("Use only with 'nls' objects")
d <- eval(x$call$data, sys.frame(0))
vardep <- all.vars(formula(x)[[2]])
varindep <- intersect(all.vars(formula(x)[[3]]), colnames(d))
variable1 <- which(varindep == colnames(d)[variable])
if (smooth & length(varindep)!=1)
stop("smooth option is only possible when the number of independent variables equals 1")
if(smooth | smooth=="T"){
w0 <- list(seq(min(d[,varindep]), max(d[,varindep]), len=1000))
names(w0) <- varindep
if(is.null(xlab)) xlab <- varindep
if(is.null(ylab)) ylab <- vardep
plot(d[c(varindep, vardep)], xlab=xlab, ylab=ylab, pch=pch.obs, col=col.obs, ...)
lines(w0[[1]], predict(x,new=w0), col=col.fit, lty=lty, lwd=lwd)
}
else{
if(is.null(xlab)) xlab <- varindep[variable1]
if(is.null(ylab)) ylab <- vardep
plot(d[,vardep] ~ d[,varindep[variable1]], xlab=xlab, ylab=ylab, pch=pch.obs, col=col.obs, ...)
points(d[,varindep[variable1]], predict(x), pch=pch.fit, col=col.fit)
}
}
"overview" <- function(x){
if (!inherits(x, "nls"))
stop("Use only with 'nls' objects")
cat("\n------")
print(summary(x))
cat("------\n")
cat("Residual sum of squares:", signif(sum(residuals(x)^2), 3),"\n\n")
n <- length(residuals(x))
np <- length(coef(x))
esti <- summary(x)$parameters[,"Estimate"]
ster <- summary(x)$parameters[,"Std. Error"]
t95 <- qt(0.975, df=(n-np))
binf <- esti - t95 * ster
bsup <- esti + t95 * ster
cat("------\n")
cat("t-based confidence interval:\n")
print(cbind.data.frame("2.5%" = binf, "97.5%" = bsup))
cat("\n")
cat("------\n")
cat("Correlation matrix:\n")
print(summary(x, correlation = TRUE)$correlation)
cat("\n")
}
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