lmSummary <- function (object, correlation = FALSE, symbolic.cor = FALSE,
...)
{
#' Based on `summary.lm`, this function prints `lm()` objects with extra info.
#'
#' @param object The `lm` object to report results from.
#' @param correlation Prints partial correlations instead of R^2
#' @export lmSummary
z <- object
p <- z$rank
rdf <- z$df.residual
if (p == 0) {
r <- z$residuals
n <- length(r)
w <- z$weights
if (is.null(w)) {
rss <- sum(r^2)
}
else {
rss <- sum(w * r^2)
r <- sqrt(w) * r
}
resvar <- rss/rdf
ans <- z[c("call", "terms", if (!is.null(z$weights)) "weights")]
class(ans) <- "summary.lm"
ans$aliased <- is.na(coef(object))
ans$residuals <- r
ans$df <- c(0L, n, length(ans$aliased))
ans$coefficients <- matrix(NA, 0L, 4L)
dimnames(ans$coefficients) <- list(NULL, c("Estimate",
"Std. Error", "t value", "Pr(>|t|)"))
ans$sigma <- sqrt(resvar)
ans$r.squared <- ans$adj.r.squared <- 0
return(ans)
}
if (is.null(z$terms))
stop("invalid 'lm' object: no 'terms' component")
if (!inherits(object, "lm"))
warning("calling summary.lm(<fake-lm-object>) ...")
Qr <- object$qr# qr.lm(object)
n <- NROW(Qr$qr)
if (is.na(z$df.residual) || n - p != z$df.residual)
warning("residual degrees of freedom in object suggest this is not an \"lm\" fit")
r <- z$residuals
f <- z$fitted.values
w <- z$weights
if (is.null(w)) {
mss <- if (attr(z$terms, "intercept"))
sum((f - mean(f))^2)
else sum(f^2)
rss <- sum(r^2)
}
else {
mss <- if (attr(z$terms, "intercept")) {
m <- sum(w * f/sum(w))
sum(w * (f - m)^2)
}
else sum(w * f^2)
rss <- sum(w * r^2)
r <- sqrt(w) * r
}
resvar <- rss/rdf
if (is.finite(resvar) && resvar < (mean(f)^2 + var(f)) *
1e-30)
warning("essentially perfect fit: summary may be unreliable")
p1 <- 1L:p
R <- chol2inv(Qr$qr[p1, p1, drop = FALSE])
se <- sqrt(diag(R) * resvar)
est <- z$coefficients[Qr$pivot[p1]]
tval <- est/se
fval <- tval^2
r2val <- fval/(fval+rdf)
ans <- z[c("call", "terms", if (!is.null(z$weights)) "weights")]
ans$residuals <- r
ans$coefficients <- cbind(est, se, tval, fval, r2val, 2 * pt(abs(tval),
rdf, lower.tail = FALSE))
dimnames(ans$coefficients) <- list(names(z$coefficients)[Qr$pivot[p1]],
c("Estimate", "Std. Error", "t value", "f value", "R^2", "Pr(>|t|)"))
ans$aliased <- is.na(coef(object))
ans$sigma <- sqrt(resvar)
ans$df <- c(p, rdf, NCOL(Qr$qr))
if (p != attr(z$terms, "intercept")) {
df.int <- if (attr(z$terms, "intercept"))
1L
else 0L
ans$r.squared <- mss/(mss + rss)
ans$adj.r.squared <- 1 - (1 - ans$r.squared) * ((n -
df.int)/rdf)
ans$fstatistic <- c(value = (mss/(p - df.int))/resvar,
numdf = p - df.int, dendf = rdf)
}
else ans$r.squared <- ans$adj.r.squared <- 0
ans$cov.unscaled <- R
dimnames(ans$cov.unscaled) <- dimnames(ans$coefficients)[c(1,
1)]
if (correlation) {
ans$correlation <- (R * resvar)/outer(se, se)
dimnames(ans$correlation) <- dimnames(ans$cov.unscaled)
ans$symbolic.cor <- symbolic.cor
}
if (!is.null(z$na.action))
ans$na.action <- z$na.action
class(ans) <- "summary.lm"
ans
}
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