Applying the Same Operation to a Number of Variables

R

Just a quick note on a short hack that I cobbled together this morning. I have an analysis where I need to perform the same set of operations to a list of variables. In order to do this in a compact and robust way, I wanted to write a loop that would run through the variables and apply the operations to each of them in turn. This can be done using get() and assign().

Simple Illustration

To illustrate the procedure, I will use the simple example of squaring the numerical values stored in three variables. First we initialise the variables.

> x = 1
> y = 2
> z = 3

Then we loop over the variable names (as strings), creating a temporary copy of each one and applying the operation to the copy. Then the copy is assigned back to the original variable.

> for (n in c("x", "y", "z")) {
+   v = get(n)
+   #
+   v = v**2
+   #
+   assign(n, v)
+ }

Finally we check that the operation has been executed as expected.

> x
[1] 1
> y
[1] 4
> z
[1] 9

This is perhaps a little wasteful in terms of resources (creating the temporary variables), but does the job. Obviously in practice you would only implement this sort of solution if there were either a large number of variables to be transformed or the transformation required a relatively complicated set of operations.

Alternative Implementations

Following up on the numerous insightful responses to this post, there are a number of other ways of skinning the same cat. But, I should point out that the solution above is still optimal for my particular application where I had a series of operations to be applied to each of the variables, some of which involved conditional branches, making a solution using vectorised operations rather messy. Furthermore, I did not want to have to pack and unpack from a list.

Usage Case

To give a better idea of the type of scenario that I was looking at, consider a situation in which you have a number of data frames. Let’s call them A, B, C and D. The data in each is similar, yet each pertains to a distinct population. And, for whatever reason, you want to keep these data separate rather than consolidating them into a single data frame. Now suppose further that you wanted to perform a set of operations on each of them:

  • retain only a subset of the columns;
  • rename the remaining columns; and
  • derive new columns using transformations of the existing columns.

Using the framework above you could achieve all of these objectives without any replication of code.

Categorically Variable