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ConvertWeibull <- function (model, conf.level = 0.95){
level <- 1 - conf.level
qa <- qnorm(1 - level / 2)
Int.Only <- (nrow(summary(model)$table) == 2)
sigma <- summary(model)$scale
mu <- summary(model)$coef[1]
k <- length(summary(model)$coef) - 1
if (!Int.Only){gamma <- summary(model)$coef[2:(k + 1)]}
lambda <- exp(-mu / sigma)
alpha <- 1 / sigma
tmp <- c(lambda, alpha)
names(tmp) <- c("lambda", "gamma")
if (!Int.Only){
beta <- -gamma / sigma
tmp <- c(lambda, alpha, beta)
names(tmp) <- c("lambda", "gamma", names(summary(model)$coef[2:(k + 1)]))
}
var1 <- summary(model)$var
var.mu <- diag(var1)[1]
var.sigma <- var1[(k + 2), (k + 2)] * exp(2 * log(sigma))
if (!Int.Only){
var.gamma <- var1[2:(k + 1), 2:(k + 1)]
if(k > 1){var.gamma <- diag(var.gamma)}
se.gamma <- sqrt(var.gamma)
}
cov.mu.sigma <- var1[(k + 2), 1] * sigma
var.alpha <- var.sigma / (sigma ^ 4)
var.lambda <- exp(-2 * mu / sigma) * ((var.mu / (sigma ^ 2)) -
((2 * mu / (sigma ^ 3)) * cov.mu.sigma) + (((mu ^ 2)/(sigma ^ 4)) * var.sigma))
var <- c(sqrt(var.lambda), sqrt(var.alpha))
if (!Int.Only){
cov.gamma.sigma <- var1[2:(k + 1), (k + 2)] * sigma
var.beta <- (1 / (sigma ^ 2)) * (var.gamma - (2 * gamma / sigma) *
(cov.gamma.sigma) + (((gamma/sigma) ^ 2) * var.sigma))
se.beta <- sqrt(var.beta)
var <- c(sqrt(var.lambda), sqrt(var.alpha), se.beta)
HR <- cbind(HR = exp(beta), LB = exp(beta - qa * se.beta), UB = exp(beta + qa * se.beta))
rownames(HR) <- names(summary(model)$coef[2:(k + 1)])
ETR <- cbind(ETR = exp(gamma), LB = exp(gamma - qa * se.gamma), UB = exp(gamma + qa * se.gamma))
rownames(HR) <- names(summary(model)$coef[2:(k + 1)])
}
tmp1 <- rbind(tmp, var)
rownames(tmp1) <- c("Estimate", "SE")
ret <- list(vars = t(tmp1))
if (!Int.Only){
ret$HR <- HR
ret$ETR <- ETR
}
return(ret)
}
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