我们需要创建一个公式来glm
获取它。一种选择是paste
myfunc <- function(data, outcome){
enquo_var <- enquo(outcome)
fit <- tidy(glm(paste(quo_name(enquo_var), "group", sep="~"), data=data,
family = binomial(link = "logit")),
exponentiate = TRUE, conf.int=TRUE)
fit
}
myfunc(df, died)
# term estimate std.error statistic p.value conf.low conf.high
#1 (Intercept) 0.8715084 0.1095300 -1.2556359 0.20924801 0.7026185 1.079852
#2 groupGroup 2 0.9253515 0.1550473 -0.5003736 0.61681204 0.6826512 1.253959
#3 groupGroup 3 1.3692735 0.1557241 2.0181864 0.04357185 1.0095739 1.859403
如果我们还需要使用 tidyverse 函数
myfunc <- function(data, outcome){
quo_var <- quo_name(enquo(outcome))
fit <- tidy(glm(rlang::expr(!! rlang::sym(quo_var) ~ group), data=data,
family = binomial(link = "logit")),
exponentiate = TRUE, conf.int=TRUE)
fit
}
myfunc(df, died)
# term estimate std.error statistic p.value conf.low conf.high
#1 (Intercept) 0.8715084 0.1095300 -1.2556359 0.20924801 0.7026185 1.079852
#2 groupGroup 2 0.9253515 0.1550473 -0.5003736 0.61681204 0.6826512 1.253959
#3 groupGroup 3 1.3692735 0.1557241 2.0181864 0.04357185 1.0095739 1.859403
get_expr
或者可以使用评论中提到的@lionel
myfunc <- function(data, outcome){
quo_var <- enquo(outcome)
fit <- tidy(glm(rlang::expr(!! rlang::get_expr(quo_var) ~ group), data=data,
family = binomial(link = "logit")),
exponentiate = TRUE, conf.int=TRUE)
fit
}
myfunc(df, died)
# term estimate std.error statistic p.value conf.low conf.high
#1 (Intercept) 0.8715084 0.1095300 -1.2556359 0.20924801 0.7026185 1.079852
#2 groupGroup 2 0.9253515 0.1550473 -0.5003736 0.61681204 0.6826512 1.253959
#3 groupGroup 3 1.3692735 0.1557241 2.0181864 0.04357185 1.0095739 1.859403
或者@lionel 建议的更紧凑的方法,它避免了enquo/quo_name/sym
转换,而是直接将参数enexpr
myfunc <- function(data, outcome){
fit <- tidy(glm(rlang::expr(!! rlang::enexpr(outcome) ~ group), data=data,
family = binomial(link = "logit")),
exponentiate = TRUE, conf.int=TRUE)
fit
}
myfunc(df, died)
# term estimate std.error statistic p.value conf.low conf.high
#1 (Intercept) 0.8715084 0.1095300 -1.2556359 0.20924801 0.7026185 1.079852
#2 groupGroup 2 0.9253515 0.1550473 -0.5003736 0.61681204 0.6826512 1.253959
#3 groupGroup 3 1.3692735 0.1557241 2.0181864 0.04357185 1.0095739 1.859403