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Create unique sets of 3 from a vector of IDs?

However, I believe Brandon was trying to get the permutations of size
3, rather than combinations.  Dylan provided a solution including
repeats.  Here's one without:
[,1] [,2] [,3]
 [1,] "A"  "B"  "C"
 [2,] "A"  "B"  "D"
 [3,] "A"  "B"  "E"
 [4,] "A"  "C"  "B"
 [5,] "A"  "C"  "D"
 [6,] "A"  "C"  "E"
 [7,] "A"  "D"  "B"
 [8,] "A"  "D"  "C"
 [9,] "A"  "D"  "E"
[10,] "A"  "E"  "B"
[11,] "A"  "E"  "C"
[12,] "A"  "E"  "D"
[13,] "B"  "A"  "C"
[14,] "B"  "A"  "D"
[15,] "B"  "A"  "E"
[16,] "B"  "C"  "A"
[17,] "B"  "C"  "D"
[18,] "B"  "C"  "E"
[19,] "B"  "D"  "A"
[20,] "B"  "D"  "C"
[21,] "B"  "D"  "E"
[22,] "B"  "E"  "A"
[23,] "B"  "E"  "C"
[24,] "B"  "E"  "D"
[25,] "C"  "A"  "B"
[26,] "C"  "A"  "D"
[27,] "C"  "A"  "E"
[28,] "C"  "B"  "A"
[29,] "C"  "B"  "D"
[30,] "C"  "B"  "E"
[31,] "C"  "D"  "A"
[32,] "C"  "D"  "B"
[33,] "C"  "D"  "E"
[34,] "C"  "E"  "A"
[35,] "C"  "E"  "B"
[36,] "C"  "E"  "D"
[37,] "D"  "A"  "B"
[38,] "D"  "A"  "C"
[39,] "D"  "A"  "E"
[40,] "D"  "B"  "A"
[41,] "D"  "B"  "C"
[42,] "D"  "B"  "E"
[43,] "D"  "C"  "A"
[44,] "D"  "C"  "B"
[45,] "D"  "C"  "E"
[46,] "D"  "E"  "A"
[47,] "D"  "E"  "B"
[48,] "D"  "E"  "C"
[49,] "E"  "A"  "B"
[50,] "E"  "A"  "C"
[51,] "E"  "A"  "D"
[52,] "E"  "B"  "A"
[53,] "E"  "B"  "C"
[54,] "E"  "B"  "D"
[55,] "E"  "C"  "A"
[56,] "E"  "C"  "B"
[57,] "E"  "C"  "D"
[58,] "E"  "D"  "A"
[59,] "E"  "D"  "B"
[60,] "E"  "D"  "C"


Kingsford Jones
On Tue, Dec 2, 2008 at 9:41 PM, G. Jay Kerns <gkerns at ysu.edu> wrote: