Nothing
context("get.tau.bootstrap")
test_that("get.tau.bootstrap runs and returs 1 when it should", {
x<-cbind(rep(c(1,2),50), x=runif(100,0,100), y=runif(100,0,100))
colnames(x) <-c("type","x","y")
test <- function(a,b) {return(1)}
########### REPRESENTATIVE
#should return a matrix of all ones
res <- get.tau.bootstrap(x, test, seq(10,100,10), seq(0,90,10), 10)[,-(1:2)]
expect_that(sum(res!=1),equals(0))
expect_that(nrow(res),equals(10))
########### INDEPENDENT
res <- get.tau.bootstrap(x, test, seq(10,100,10), seq(0,90,10), 10,
comparison.type="independent")[,-(1:2)]
expect_that(sum(res!=1),equals(0))
expect_that(nrow(res),equals(10))
})
test_that("performs correctly for test case 1 (equilateral triangle)", {
x <- rbind(c(1,0,0), c(1,1,0),c(2,.5,sqrt(.75)))
colnames(x) <-c("type","x","y")
test <- function(a,b) {
if (a[1] != 1) return(3)
if (b[1] == 2) return(1)
return(2)
}
########### REPRESENTATIVE
res <- get.tau.bootstrap(x, test, 1.5, 0.1, 500)[,-(1:2)]
res2 <- get.tau.typed.bootstrap(x, 1,2, 1.5, 0.1, 500)[,-(1:2)]
#should have 95% CI of 1,1
expect_that(as.numeric(quantile(res[1,], probs=c(.025,.975), na.rm=T)),
equals(c(1,1)))
expect_that(as.numeric(quantile(res2[1,], probs=c(.025,.975), na.rm=T)),
equals(c(1,1)))
########### INDEPENDENT
res <- get.tau.bootstrap(x, test, 1.5, 0.1, 500,
comparison.type="independent")[,-(1:2)]
res2 <- get.tau.typed.bootstrap(x, 1,2, 1.5, 0.1, 500,
comparison.type="independent")[,-(1:2)]
#should have 95% CI of 1,1
expect_that(as.numeric(quantile(res[1,], probs=c(.025,.975), na.rm=T)),
equals(c(1,1)))
expect_that(as.numeric(quantile(res2[1,], probs=c(.025,.975), na.rm=T)),
equals(c(1,1)))
})
test_that("performs correctly for test case 2 (points on a line) - representative comparison group", {
x<-rbind(c(1,0,0), c(2,1,0), c(2,-1,0), c(3,2,0),
c(2,-2,0), c(3,3,0),c(3,-3,0))
colnames(x) <-c("type","x","y")
test <- function(a,b) {
if (a[1] != 1) return(3)
if (b[1] == 2) return(1)
return(2)
}
########### REPRESENTATIVE
#the medians for the null distribution should be 2,1,0
res <- get.tau.bootstrap(x, test, c(1.5,2.5,3.5), c(0,1.5,2.5), 1500)[,-(1:2)]
res2 <- get.tau.typed.bootstrap(x, 1, 2, c(1.5,2.5,3.5), c(0,1.5,2.5), 1500)[,-(1:2)]
expect_that(median(as.numeric(res[1,]), na.rm=T), equals(2))
expect_that(median(as.numeric(res[2,]), na.rm=T), equals(1))
expect_that(median(as.numeric(res[3,]), na.rm=T), equals(0))
expect_that(median(as.numeric(res2[1,]), na.rm=T), equals(2))
expect_that(median(as.numeric(res2[2,]), na.rm=T), equals(1))
expect_that(median(as.numeric(res2[3,]), na.rm=T), equals(0))
#FIRST RANGE
#max would be only 1 type 2 used and in range = 1/(1/6) = 6...should occur
#more than 2.5% of time
#min would be 1, occuring just over .01% of the time
expect_that(as.numeric(quantile(res[1,], probs=c(.001,.975), na.rm=T)),
equals(c(1,6)))
expect_that(as.numeric(quantile(res2[1,], probs=c(.001,.975), na.rm=T)),
equals(c(1,6)))
#SECOND RANGE
#max would be 6, should occur less than 1% of the time
#min should be 0, should occur 2.5% of the time
expect_that(as.numeric(quantile(res[2,], probs=c(.025), na.rm=T)),
equals(0))
expect_that(as.numeric(quantile(res2[2,], probs=c(.025), na.rm=T)),
equals(0))
expect_that(as.numeric(quantile(res[2,], probs=c(.99), na.rm=T))<6,
is_true())
expect_that(as.numeric(quantile(res2[2,], probs=c(.99), na.rm=T))<6,
is_true())
#THIRD RANGE
#Should be determinsitically 0 or NaN
expect_that(as.numeric(quantile(res[3,], probs=c(.025,.975), na.rm=T)),
equals(c(0,0)))
expect_that(as.numeric(quantile(res2[3,], probs=c(.025,.975), na.rm=T)),
equals(c(0,0)))
})
test_that("performs correctly for test case 2 (points on a line) - independent comparison group", {
x<-rbind(c(1,0,0), c(2,1,0), c(2,-1,0), c(3,2,0),
c(2,-2,0), c(3,3,0),c(3,-3,0))
colnames(x) <-c("type","x","y")
test <- function(a,b) {
if (a[1] != 1) return(3)
if (b[1] == 2) return(1)
return(2)
}
########### INDEPENDENT
#the medians for the null distribution should be Inf,1,0
res <- get.tau.bootstrap(x, test, c(1.5,2.5,3.5), c(0,1.5,2.5), 1500,
comparison.type="independent")[,-(1:2)]
res2 <- get.tau.typed.bootstrap(x, 1, 2, c(1.5,2.5,3.5), c(0,1.5,2.5), 1500,
comparison.type="independent")[,-(1:2)]
expect_that(median(as.numeric(res[1,]), na.rm=T), equals(Inf))
expect_that(median(as.numeric(res[2,]), na.rm=T), equals(1))
expect_that(median(as.numeric(res[3,]), na.rm=T), equals(0))
expect_that(median(as.numeric(res2[1,]), na.rm=T), equals(Inf))
expect_that(median(as.numeric(res2[2,]), na.rm=T), equals(1))
expect_that(median(as.numeric(res2[3,]), na.rm=T), equals(0))
#FIRST RANGE
#max would be Inf, occuring most of the time
#min would be 1, occuring just over .01% of the time
expect_that(as.numeric(quantile(res[1,], probs=c(.001,.975), na.rm=T)),
equals(c(1,Inf)))
expect_that(as.numeric(quantile(res2[1,], probs=c(.001,.975), na.rm=T)),
equals(c(1,Inf)))
#SECOND RANGE
#max would be Inf, should occur around 25% of the time. .7 should be
# reliably less than
#min should be 0, should occur 2.5% of the time
expect_that(as.numeric(quantile(res[2,], probs=c(.025), na.rm=T)),
equals(0))
expect_that(as.numeric(quantile(res2[2,], probs=c(.025), na.rm=T)),
equals(0))
expect_that(as.numeric(quantile(res[2,], probs=c(.7), na.rm=T))!=Inf,
is_true())
expect_that(as.numeric(quantile(res2[2,], probs=c(.7), na.rm=T))!=Inf,
is_true())
#THIRD RANGE
#Should be determinsitically 0 or NaN
expect_that(as.numeric(quantile(res[3,], probs=c(.025,.975), na.rm=T)),
equals(c(0,0)))
expect_that(as.numeric(quantile(res2[3,], probs=c(.025,.975), na.rm=T)),
equals(c(0,0)))
})
test_that("get.tau.ci returns bootstrap cis when same seed", {
x<-cbind(rep(c(1,2),50), x=runif(100,0,100), y=runif(100,0,100))
colnames(x) <-c("type","x","y")
test <- function(a,b) {
if (a[1] != 1) return(3)
if (b[1] == 2) return(1)
return(2)
}
####REPRESENTATIVE
set.seed(787)
res <- get.tau.bootstrap(x, test, seq(15,45,15), seq(0,30,15), 20)[,-(1:2)]
set.seed(787)
ci1 <- get.tau.ci(x, test, seq(15,45,15), seq(0,30,15), 20)[,-(1:3)]
expect_that(as.numeric(ci1[1,]),
equals(as.numeric(quantile(res[1,],
probs=c(.025,.975),
na.rm=T))))
expect_that(as.numeric(ci1[2,]),
equals(as.numeric(quantile(res[2,],
probs=c(.025,.975),
na.rm=T))))
expect_that(as.numeric(ci1[3,]),
equals(as.numeric(quantile(res[3,],
probs=c(.025,.975),
na.rm=T))))
### INDEPENDENT
set.seed(787)
res <- get.tau.bootstrap(x, test, seq(15,45,15), seq(0,30,15), 20,
comparison.type="independent")[,-(1:2)]
set.seed(787)
ci1 <- get.tau.ci(x, test, seq(15,45,15), seq(0,30,15), 20,
comparison.type="independent")[,-(1:3)]
expect_that(as.numeric(ci1[1,]),
equals(as.numeric(quantile(res[1,],
probs=c(.025,.975),
na.rm=T))))
expect_that(as.numeric(ci1[2,]),
equals(as.numeric(quantile(res[2,],
probs=c(.025,.975),
na.rm=T))))
expect_that(as.numeric(ci1[3,]),
equals(as.numeric(quantile(res[3,],
probs=c(.025,.975),
na.rm=T))))
})
test_that("fails nicely if x and y column names are not provided", {
x<-cbind(rep(c(1,2),500), a=runif(1000,0,100), b=runif(1000,0,100))
test <- function(a,b) {
if (a[1] != 2) return(3)
if (b[1] == 3) return(1)
return(2)
}
expect_that(get.tau.bootstrap(x,test,seq(10,50,10), seq(0,40,10),100),
throws_error("unique x and y columns must be defined"))
expect_that(get.tau.ci(x,test,seq(10,50,10), seq(0,40,10),100),
throws_error("unique x and y columns must be defined"))
})
##################DEPRECATED TESTS...TAKE TO LONG...NOW USING SMALLER CANONICAL
##################TESTS THAT HAVE VALUES THAT CAN BE WORKED OUT BY HAND
## test_that("CIs calculated from get.tau.bootstrap include the true value", {
## set.seed(777)
## x<-cbind(rep(c(1,2),250), x=runif(500,0,100), y=runif(500,0,100))
## colnames(x) <-c("type","x","y")
## test <- function(a,b) {
## if (a[1] != 1) return(3)
## if (b[1] == 1) return(1)
## return(2)
## }
## res <- get.tau.ci(x, test, seq(10,100,10), seq(0,90,10), 200)
## #print(res)
## expect_that(sum(!(res[1,]<res[2,])),equals(0))
## expect_that(sum(!(res[1,]<1)),equals(0))
## expect_that(sum(!(res[2,]>1)),equals(0))
## #repeat for typed data
## res <- get.tau.typed.bootstrap(x, typeA=1, typeB=1,
## seq(10,100,10), seq(0,90,10), 200)
## ci <- matrix(nrow=2, ncol=ncol(res))
## for (i in 1:ncol(ci)) {
## ci[,i] <- quantile(res[,i], probs=c(0.025, 0.975))
## }
## res <- ci
## expect_that(sum(!(res[1,]<res[2,])),equals(0))
## expect_that(sum(!(res[1,]<1)),equals(0))
## expect_that(sum(!(res[2,]>1)),equals(0))
## })
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