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universalising..
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R/rep_glm.R
23
R/rep_glm.R
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#' A repeated logistic regression function
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#' A repeated logistic regression function
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#'
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#'
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#' @description For bivariate analyses. The confint() function is rather slow, causing the whole function to hang when including many predictors and calculating the ORs with CI.
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#' @description For bivariate analyses. The confint() function is rather slow, causing the whole function to hang when including many predictors and calculating the ORs with CI.
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#' @param y Effect meassure.
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#' @param meas Effect meassure. Input as c() of columnnames, use dput().
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#' @param vars variables in model. Input as c() of columnnames, use dput().
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#' @param vars variables in model. Input as c() of columnnames, use dput().
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#' @param string variables to test. Input as c() of columnnames, use dput().
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#' @param string variables to test. Input as c() of columnnames, use dput().
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#' @param ci flag to get results as OR with 95% confidence interval.
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#' @param data data frame to pull variables from.
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#' @keywords logistic regression
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#' @keywords logistic regression
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#' @export
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#' @export
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#' @examples
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#' @examples
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#' rep_glm()
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#' rep_glm()
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rep_glm<-function(y,vars,string,ci=FALSE,data){
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rep_glm<-function(meas,vars,string,ci=FALSE,data){
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## x is data.frame of predictors, y is vector of an aoutcome as a factor
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## x is data.frame of predictors, y is vector of an aoutcome as a factor
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## output is returned as coefficient, or if or=TRUE as OR with 95 % CI.
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## output is returned as coefficient, or if or=TRUE as OR with 95 % CI.
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##
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##
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@ -17,8 +19,9 @@ rep_glm<-function(y,vars,string,ci=FALSE,data){
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require(dplyr)
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require(dplyr)
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d<-data
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d<-data
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x<-select(d,one_of(c(string)))
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x<-data.frame(d[,c(string)])
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v<-select(d,one_of(c(vars)))
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v<-data.frame(d[,c(vars)])
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y<-d[,c(meas)]
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dt<-cbind(y,v)
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dt<-cbind(y,v)
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m1<-length(coef(glm(y~.,family = binomial(),data = dt)))
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m1<-length(coef(glm(y~.,family = binomial(),data = dt)))
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@ -30,30 +33,22 @@ rep_glm<-function(y,vars,string,ci=FALSE,data){
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names(df)<-c("pred","or_ci","pv")
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names(df)<-c("pred","or_ci","pv")
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for(i in 1:ncol(x)){
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for(i in 1:ncol(x)){
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dat<-cbind(dt,x[,i])
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dat<-cbind(dt,x[,i])
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m<-glm(y~.,family = binomial(),data=dat)
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m<-glm(y~.,family = binomial(),data=dat)
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l<-suppressMessages(round(exp(confint(m))[-c(1:m1),1],2))
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l<-suppressMessages(round(exp(confint(m))[-c(1:m1),1],2))
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u<-suppressMessages(round(exp(confint(m))[-c(1:m1),2],2))
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u<-suppressMessages(round(exp(confint(m))[-c(1:m1),2],2))
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or<-round(exp(coef(m))[-c(1:m1)],2)
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or<-round(exp(coef(m))[-c(1:m1)],2)
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or_ci<-paste0(or," (",l," to ",u,")")
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or_ci<-paste0(or," (",l," to ",u,")")
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pv<-round(tidy(m)$p.value[-c(1:m1)],3)
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pv<-round(tidy(m)$p.value[-c(1:m1)],3)
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x1<-x[,i]
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x1<-x[,i]
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if (is.factor(x1)){
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if (is.factor(x1)){
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pred<-paste(names(x)[i],levels(x1)[-1],sep = "_")
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pred<-paste(names(x)[i],levels(x1)[-1],sep = "_")}
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}
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else {pred<-names(x)[i]}
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else {pred<-names(x)[i]}
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df<-rbind(df,cbind(pred,or_ci,pv))
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df<-rbind(df,cbind(pred,or_ci,pv))}}
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}}
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if (ci==FALSE){
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if (ci==FALSE){
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@ -4,14 +4,18 @@
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\alias{rep_glm}
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\alias{rep_glm}
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\title{A repeated logistic regression function}
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\title{A repeated logistic regression function}
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\usage{
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\usage{
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rep_glm(y, vars, string, ci = FALSE, data)
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rep_glm(meas, vars, string, ci = FALSE, data)
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}
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}
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\arguments{
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\arguments{
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\item{y}{Effect meassure.}
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\item{meas}{Effect meassure. Input as c() of columnnames, use dput().}
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\item{vars}{variables in model. Input as c() of columnnames, use dput().}
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\item{vars}{variables in model. Input as c() of columnnames, use dput().}
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\item{string}{variables to test. Input as c() of columnnames, use dput().}
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\item{string}{variables to test. Input as c() of columnnames, use dput().}
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\item{ci}{flag to get results as OR with 95% confidence interval.}
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\item{data}{data frame to pull variables from.}
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}
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}
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\description{
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\description{
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For bivariate analyses. The confint() function is rather slow, causing the whole function to hang when including many predictors and calculating the ORs with CI.
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For bivariate analyses. The confint() function is rather slow, causing the whole function to hang when including many predictors and calculating the ORs with CI.
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