For each slice of an array, apply function then combine results into a data frame.
Usage
adply(
.data,
.margins,
.fun = NULL,
...,
.expand = TRUE,
.progress = "none",
.inform = FALSE,
.parallel = FALSE,
.paropts = NULL,
.id = NA
)Arguments
- .data
matrix, array or data frame to be processed
- .margins
a vector giving the subscripts to split up
databy. 1 splits up by rows, 2 by columns and c(1,2) by rows and columns, and so on for higher dimensions- .fun
function to apply to each piece
- ...
other arguments passed on to
.fun- .expand
if
.datais a data frame, should output be 1d (expand = FALSE), with an element for each row; or nd (expand = TRUE), with a dimension for each variable.- .progress
name of the progress bar to use, see
create_progress_bar- .inform
produce informative error messages? This is turned off by default because it substantially slows processing speed, but is very useful for debugging
- .parallel
if
TRUE, apply function in parallel, using parallel backend provided by foreach- .paropts
a list of additional options passed into the
foreachfunction when parallel computation is enabled. This is important if (for example) your code relies on external data or packages: use the.exportand.packagesarguments to supply them so that all cluster nodes have the correct environment set up for computing.- .id
name(s) of the index column(s). Pass
NULLto avoid creation of the index column(s). Omit or passNAto use the default names"X1","X2", .... Otherwise, this argument must have the same length as.margins.
Output
The most unambiguous behaviour is achieved when .fun returns a
data frame - in that case pieces will be combined with
rbind.fill. If .fun returns an atomic vector of
fixed length, it will be rbinded together and converted to a data
frame. Any other values will result in an error.
If there are no results, then this function will return a data
frame with zero rows and columns (data.frame()).
References
Hadley Wickham (2011). The Split-Apply-Combine Strategy for Data Analysis. Journal of Statistical Software, 40(1), 1-29. https://www.jstatsoft.org/v40/i01/.