Nothing
## Summarize gssanova objects
summary.gssanova0 <- function(object,diagnostics=FALSE,...)
{
if (object$family=="polr") {
y <- model.response(object$mf)
if (!is.factor(y))
stop("gss error in gssanova1: need factor response for polr family")
lvls <- levels(y)
if (nlvl <- length(lvls)<3)
stop("gss error in gssanova1: need at least 3 levels to fit polr family")
y <- outer(y,lvls,"==")
}
else y <- model.response(object$mf,"numeric")
wt <- model.weights(object$mf)
offset <- model.offset(object$mf)
if ((object$family=="nbinomial")&(!is.null(object$nu))) y <- cbind(y,object$nu)
dev.resid <- switch(object$family,
binomial=dev.resid.binomial(y,object$eta,wt),
nbinomial=dev.resid.nbinomial(y,object$eta,wt),
polr=dev.resid.polr(y,object$eta,wt,object$nu),
poisson=dev.resid.poisson(y,object$eta,wt),
inverse.gaussian=dev.resid.inverse.gaussian(y,object$eta,wt),
Gamma=dev.resid.Gamma(y,object$eta,wt),
weibull=dev.resid.weibull(y,object$eta,wt,object$nu),
lognorm=dev.resid.lognorm(y,object$eta,wt,object$nu),
loglogis=dev.resid.loglogis(y,object$eta,wt,object$nu))
dev.null <- switch(object$family,
binomial=dev.null.binomial(y,wt,offset),
nbinomial=dev.null.nbinomial(y,wt,offset),
polr=dev.null.polr(y,wt,offset),
poisson=dev.null.poisson(y,wt,offset),
inverse.gaussian=dev.null.inverse.gaussian(y,wt,offset),
Gamma=dev.null.Gamma(y,wt,offset),
weibull=dev.null.weibull(y,wt,offset,object$nu),
lognorm=dev.null.lognorm(y,wt,offset,object$nu),
loglogis=dev.null.loglogis(y,wt,offset,object$nu))
w <- object$w
if (is.null(offset)) offset <- rep(0,length(object$eta))
## Residuals
res <- 10^object$nlambda*object$c
## Fitted values
fitted <- object$eta
fitted.off <- fitted-offset
## dispersion
sigma2 <- object$varht
## RSS, deviance
rss <- sum(res^2)
dev <- sum(dev.resid)
## Penalty associated with the fit
penalty <- sum(object$c*fitted.off*sqrt(w))
penalty <- as.vector(10^object$nlambda*penalty)
## Calculate the diagnostics
if (diagnostics) {
## Obtain retrospective linear model
comp <- NULL
for (label in object$terms$labels) {
if (label=="1") next
if (label=="offset") next
comp <- cbind(comp,predict(object,object$mf,inc=label))
}
comp <- cbind(comp,yhat=fitted.off,y=fitted.off+res/sqrt(w),e=res/sqrt(w))
term.label <- object$terms$labels[object$terms$labels!="1"]
term.label <- term.label[term.label!="offset"]
colnames(comp) <- c(term.label,"yhat","y","e")
## Sweep out constant
comp <- sqrt(w)*comp - outer(sqrt(w),apply(w*comp,2,sum))/sum(w)
## Obtain pi
comp1 <- comp[,c(term.label,"yhat")]
decom <- t(comp1) %*% comp1[,"yhat"]
names(decom) <- c(term.label,"yhat")
decom <- decom[term.label]/decom["yhat"]
## Obtain kappa, norm, and cosines
corr <- t(comp)%*%comp
corr <- t(corr/sqrt(diag(corr)))/sqrt(diag(corr))
norm <- apply(comp,2,function(x){sqrt(sum(x^2))})
cosines <- rbind(corr[c("y","e"),],norm)
rownames(cosines) <- c("cos.y","cos.e","norm")
corr <- corr[term.label,term.label,drop=FALSE]
if (qr(corr)$rank<dim(corr)[2]) kappa <- rep(Inf,len=dim(corr)[2])
else kappa <- as.numeric(sqrt(diag(solve(corr))))
## Obtain decomposition of penalty
rough <- as.vector(10^object$nlambda*t(comp[,term.label])%*%object$c/penalty)
names(kappa) <- names(rough) <- term.label
}
else decom <- kappa <- cosines <- rough <- NULL
## Return the summaries
z <- list(call=object$call,family=object$family,method=object$method,iter=object$iter,
fitted=fitted,dispersion=sigma2,residuals=res/sqrt(w),rss=rss,
deviance=dev,dev.resid=sqrt(dev.resid)*sign(res),nu=object$nu,
dev.null=dev.null,penalty=penalty,
pi=decom,kappa=kappa,cosines=cosines,roughness=rough)
class(z) <- "summary.gssanova0"
z
}
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