Reputation: 329
I have a list of matrices and a list of vectors, and I want to divide the columns of each matrix with the corresponding vector element.
For example, given
set.seed(230)
data <- list(cbind(c(NA, rnorm(6)),c(rnorm(6),NA)), cbind(runif(7), runif(7)))
divisors <- list(c(0.5,2), c(3,4))
I'm looking for a vectorized function that produces output that looks the same as
for(i in 1:length(data)){
for(j in 1:ncol(data[[i]])){data[[i]][,j] <- data[[i]][,j] / divisors[[i]][j]}
}
i.e.
[[1]]
[,1] [,2]
[1,] NA 0.28265752
[2,] -0.46967014 -0.07132588
[3,] 0.20253439 -0.37432527
[4,] 0.65736410 0.06630705
[5,] 0.72349294 0.67202129
[6,] 0.88532648 -0.80892508
[7,] 0.08162027 NA
[[2]]
[,1] [,2]
[1,] 0.26597435 0.18120979
[2,] 0.31213250 0.16493883
[3,] 0.19250804 0.14104145
[4,] 0.21196882 0.10172964
[5,] 0.10389773 0.04979742
[6,] 0.02754329 0.15064043
[7,] 0.25771766 0.23042586
The closest I have been able to come is
Map(`/`, data, divisors)
But that divides rows (rather than columns) of the matrix by the vector. Any help appreciated.
Upvotes: 1
Views: 515
Reputation: 145805
Transpose your matrices before and after:
lapply(Map(`/`, lapply(data, t), divisors), t)
# [[1]]
# [,1] [,2]
# [1,] NA 0.28265752
# [2,] -0.46967014 -0.07132588
# [3,] 0.20253439 -0.37432527
# [4,] 0.65736410 0.06630705
# [5,] 0.72349294 0.67202129
# [6,] 0.88532648 -0.80892508
# [7,] 0.08162027 NA
#
# [[2]]
# [,1] [,2]
# [1,] 0.26597435 0.18120979
# [2,] 0.31213250 0.16493883
# [3,] 0.19250804 0.14104145
# [4,] 0.21196882 0.10172964
# [5,] 0.10389773 0.04979742
# [6,] 0.02754329 0.15064043
# [7,] 0.25771766 0.23042586
I prefer the transpose approach above, but another option is to expand your divisor vectors into matrices of the same dimensions as in data
:
div_mat = Map(matrix, data = divisors, nrow = sapply(data, nrow), ncol = 2, byrow = T)
Map("/", data, div_mat)
Upvotes: 3