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Home/ Questions/Q 7080107
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Editorial Team
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Editorial Team
Asked: May 28, 20262026-05-28T06:45:15+00:00 2026-05-28T06:45:15+00:00

I’ve got a dataframe dat of size 30000 x 50. I also have a

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I’ve got a dataframe dat of size 30000 x 50. I also have a separate list that contains points to groupings of rows from this dataframe, e.g.,

rows <- list(c("34", "36", "39"), c("45", "46"))

This says that dataframe rows with rownames (not numeric row indeces, but character rownames(dat)) “34”, “36”, “39” constitute one grouping, and “45”, “46” constitute another grouping.

Now I want to pull out the groupings from the dataframe into a parallel list, but my code (below) is really, really slow. How can I speed it up?

> system.time(lapply(rows, function(r) {dat[r, ]}))
   user  system elapsed 
 246.09    0.01  247.23 

That’s on a very fast computer, R 2.14.1 x64.

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1 Answer

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  1. Editorial Team
    Editorial Team
    2026-05-28T06:45:16+00:00Added an answer on May 28, 2026 at 6:45 am

    One of the main issues is the matching of row names — the default in [.data.frame is partial matching of row names and you probably don’t want that, so you’re better off with match. To speed it up even further you can use fmatch from fastmatch if you want. This is a minor modification with some speedup:

    # naive
    > system.time(res1 <- lapply(rows,function(r) dat[r,]))
       user  system elapsed 
     69.207   5.545  74.787 
    
    # match
    > rn <- rownames(dat)
    > system.time(res1 <- lapply(rows,function(r) dat[match(r,rn),]))
       user  system elapsed 
     36.810  10.003  47.082 
    
    # fastmatch
    > rn <- rownames(dat)
    > system.time(res1 <- lapply(rows,function(r) dat[fmatch(r,rn),]))
       user  system elapsed 
     19.145   3.012  22.226 
    

    You can get further speed up by not using [ (it is slow for data frames) but splitting the data frame (using split) if your rows are non-overlapping and cover all rows (and thus you can map each row to one entry in rows).

    Depending on your actual data you may be better off with matrices that have by far faster subsetting operators since they are native.

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