如何有效地将rbinom函数应用于数据帧中的每一行? 原始时间 results$original1_no_modify <- system.time( # not modifying `dt` for (i in 1:nrow(dt)) { sum( sample(1:0, dt$count[i], prob = c(dt$rate[i], 1L - dt$rate[i]), replace = TRUE) ) } ) set.seed(1) results$

问题描述

给出一个包含不同变量的计数和变化率的数据表,如何从给定速率的每个变量的计数中采样?例如,给定以下数据表,我可以遍历并使用sample或rbinorm函数获取所需的输出。但是,我尝试实现的数据集非常大。有提高性能方法吗?

library(data.table)
set.seed(1)

dt <- data.table(
count = sample(10000:20000,100),rate = sample(1:20,100,replace = T) / 1000
)

system.time(
for (i in 1:nrow(dt)){
  dt$sample_n[i] <- sum(sample(1:0,dt$count[i],prob = c(dt$rate[i],1-dt$rate[i]),replace = T))
}
)

system.time(
for (i in 1:nrow(dt)){
  dt$sample_n2[i] <- rbinom(size = dt$count[i],n = 1,prob = dt$rate[i])
}
)

解决方法

所有采样函数通常都是矢量化的,这意味着您可以直接执行以下操作:

dt$sample_n2 <- rbinom(size = dt$count,n = nrow(dt),prob = dt$rate)
,

仅使用:=的{​​{1}}进行引用分配(无循环)。

设置

rbinom()

解决方案

library(data.table)
options(datatable.print.class = TRUE)

sample_size <- 5e4

dt <- data.table(
  count = sample(seq(10000,10000 + sample_size),size = sample_size),rate = sample(1:20,size = sample_size,replace = TRUE) / 1000
)

枪杀

dt[,sample_n := rbinom(n = .N,size = dt$count,prob = rate)]
dt
#>        count  rate sample_n
#>        <int> <num>    <int>
#>     1: 26100 0.016      431
#>     2: 15145 0.008      114
#>     3: 24952 0.001       23
#>     4: 31437 0.020      621
#>     5: 58358 0.008      468
#>    ---                     
#> 49996: 30517 0.002       56
#> 49997: 59047 0.009      500
#> 49998: 48737 0.018      896
#> 49999: 29686 0.005      152
#> 50000: 52429 0.011      580

原始时间

results <- list()

set.seed(1)
dt <- data.table(
  count = sample(seq(10000,replace = TRUE) / 1000
)

results$original1_no_modify <- system.time( # not modifying `dt` for (i in 1:nrow(dt)) { sum( sample(1:0,dt$count[i],prob = c(dt$rate[i],1L - dt$rate[i]),replace = TRUE) ) } ) set.seed(1) results$original1_modify <- system.time( # modifying `dt` for (i in 1:nrow(dt)) { dt$sample_n[i] <- sum( sample(1:0,replace = TRUE) ) } ) results$original2_no_modify <- system.time( # not modifying `dt` for (i in 1:nrow(dt)){ rbinom(size = dt$count[i],n = 1L,prob = dt$rate[i]) } ) set.seed(1) results$original2_modify <- system.time( # modifying `dt` for (i in 1:nrow(dt)){ dt$sample_n2[i] <- rbinom(size = dt$count[i],prob = dt$rate[i]) } ) + := + mapply()(更快,但仍然是R级迭代)

rbinom()

解决方案

results$mapply_no_modify <- system.time( # not modifying `dt`
mapply(
  function(.count,.rate) rbinom(size = .count,prob = .rate),dt$count,dt$rate 
)
)

set.seed(1)
results$mapply_modify <- system.time( # modifying `dt`
dt[,sample_n3 := mapply(
  function(.count,count,rate 
)]
)

最终数据帧

results$solution_no_modify <- system.time( # not modifing `dt`
rbinom(n = nrow(dt),prob = dt$rate)
)

set.seed(1)
results$solution_modify <- system.time(
dt[,sample_n4 := rbinom(n = .N,prob = rate)]
)

健全性检查

dt[]
#>        count  rate sample_n sample_n2 sample_n3 sample_n4
#>        <int> <num>    <int>     <int>     <int>     <int>
#>     1: 34387 0.009      295       310       310       310
#>     2: 53306 0.019     1076      1004      1004      1004
#>     3: 14049 0.019      268       247       247       247
#>     4: 21570 0.002       45        55        55        55
#>     5: 35172 0.009      313       346       346       346
#>    ---                                                   
#> 49996: 37432 0.020      724       722       722       722
#> 49997: 14985 0.006       82        76        76        76
#> 49998: 16007 0.007      107       106       106       106
#> 49999: 49298 0.003      145       140       140       140
#> 50000: 41427 0.001       49        40        40        40

结果

stopifnot(
  identical(dt$sample_n2,dt$sample_n3) &&
  identical(dt$sample_n3,dt$sample_n4)
)