VBA code to list all permutation of N distinct objects of size r without repetition

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Chyke_mxl

New Member
Joined
May 17, 2022
Messages
11
Office Version
  1. 365
Platform
  1. Windows
Hi,
Can someone help me edit this code to list all permutation of n distinct object of size r without repetition. For example, if i have three letters, {A,B,C} to form arrangement of size two, i will get: {A,B}, {A,C}, {B,A}, {B,C}, {C,A} and {C,B}. {A,A}, {B,B} and {C,C} are NOT included..
The vba code is pasted below

Thank you.

Sub Permutations()
Dim rRng As Range, p As Integer
Dim vElements, lRow As Long, vresult As Variant

Set rRng = Range("A1", Range("A1").End(xlDown)) ' The set of numbers
p = Range("B1").Value ' How many are picked

vElements = Application.Index(Application.Transpose(rRng), 1, 0)
ReDim vresult(1 To p)
Columns("C").Resize(, p + 1).Clear
Call PermutationsNP(vElements, p, vresult, lRow, 1, 1)
End Sub

Sub PermutationsNP(vElements As Variant, p As Integer, vresult As Variant, lRow As Long, iElement As Integer, iIndex As Integer)
Dim i As Integer

For i = 1 To UBound(vElements)
vresult(iIndex) = vElements(i)
If iIndex = p Then
lRow = lRow + 1
Range("C" & lRow).Resize(, p) = vresult
Else
Call PermutationsNP(vElements, p, vresult, lRow, i + 1, iIndex + 1)
End If
Next i
End Sub
 

Excel Facts

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Type 1Q-2023 in a cell. Grab the fill handle and drag down or right. After 4Q-2023, Excel will jump to 1Q-2024. Dash can be any character.
Just to be clear, it appears to me that that code does actually work, EXCEPT for the fact that it includes results such as "AA", "BB" and so on.
Is that correct ?
In which case you are looking for a modification that results in "AA", "BB" etc not being included, correct ?
 
Upvote 0
Just to be clear, it appears to me that that code does actually work, EXCEPT for the fact that it includes results such as "AA", "BB" and so on.
Is that correct ?
In which case you are looking for a modification that results in "AA", "BB" etc not being included, correct ?
Yes, you are correct. I do not want the inclusion of AA, BB, CC.
 
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