我有一个不平衡的数据框,其中包含日期,地区和价格。我想按日期计算不同地区之间的差异价格。我的数据不平衡,要想得到所有差异价格,我想创建数据(地点)来平衡数据。
我的数据如下:
library(dplyr)
set.seed(123)
df= data.frame(date=(1:3),
locality= rbinom(21,3, 0.2),
price=rnorm(21, 50, 20))
df %>%
arrange(date, locality)
> date locality price
1 1 0 60.07625
2 1 0 35.32994
3 1 0 63.69872
4 1 1 54.76426
5 1 1 66.51080
6 1 1 28.28602
7 1 2 47.09213
8 2 0 26.68910
9 2 1 100.56673
10 2 1 48.88628
11 2 1 48.29153
12 2 2 29.02214
13 2 2 45.68269
14 2 2 43.59887
15 3 0 60.98193
16 3 0 75.89527
17 3 0 43.30174
18 3 0 71.41221
19 3 0 33.62969
20 3 1 34.31236
21 3 1 23.76955
要获得平衡的数据,我想:
> date locality price
1 1 0 60.07625
2 1 0 35.32994
3 1 0 63.69872
4 1 1 54.76426
5 1 1 66.51080
6 1 1 28.28602
7 1 2 47.09213
8 1 2 NA
9 1 2 NA
10 2 0 26.68910
10 2 0 NA
10 2 0 NA
11 2 1 100.56673
12 2 1 48.88628
13 2 1 48.29153
14 2 2 29.02214
15 2 2 45.68269
16 2 2 43.59887
etc...
最后,我想获得差异价格beetwen对地区:
> date diff(price, 0-1) diff(price, 0-2) diff(price, 1-2)
1 1 60.07625-54.76426 60.07625-47.09213 etc...
2 1 35.32994-66.51080 35.32994-NA
3 1 63.69872-28.28602 63.69872-NA
答案 0 :(得分:0)
您不需要平衡数据。如果您使用dcast
,它将为您添加NA
。
首先转换数据以显示每个位置的单独列
library(data.table)
library(tidyverse)
setDT(df)
df[, rid := rowid(date, locality)]
df2 <- dcast(df, rid + date ~ locality, value.var = 'price')
# rid date 0 1 2
# 1: 1 1 60.07625 54.76426 47.09213
# 2: 1 2 26.68910 100.56673 29.02214
# 3: 1 3 60.98193 34.31236 NA
# 4: 2 1 35.32994 66.51080 NA
# 5: 2 2 NA 48.88628 45.68269
# 6: 2 3 75.89527 23.76955 NA
# 7: 3 1 63.69872 28.28602 NA
# 8: 3 2 NA 48.29153 43.59887
# 9: 3 3 43.30174 NA NA
# 10: 4 3 71.41221 NA NA
# 11: 5 3 33.62969 NA NA
然后创建差异的数据框to_diff
进行计算,并在其上pmap
进行差异计算。这里的c0_1
与您在问题diff(price, 0-1)
中所说的相对应。
to_diff <- CJ(0:2, 0:2)[V1 < V2]
pmap(to_diff, ~ df2[[as.character(.x)]] - df2[[as.character(.y)]]) %>%
setNames(paste0('c', to_diff[[1]], '_', to_diff[[2]])) %>%
bind_cols(df2[, 1:2])
# A tibble: 11 x 5
# c0_1 c0_2 c1_2 rid date
# <dbl> <dbl> <dbl> <int> <int>
# 1 5.31 13.0 7.67 1 1
# 2 -73.9 -2.33 71.5 1 2
# 3 26.7 NA NA 1 3
# 4 -31.2 NA NA 2 1
# 5 NA NA 3.20 2 2
# 6 52.1 NA NA 2 3
# 7 35.4 NA NA 3 1
# 8 NA NA 4.69 3 2
# 9 NA NA NA 3 3
# 10 NA NA NA 4 3
# 11 NA NA NA 5 3