sorting a one dimensional array
 

Hi!
I am currently and succesfully using the QuickSort algorithm for sorting 2
dimensional arrays.
However, I now need something to sort a one dimensional alphanumeric array.
Could some one point me to a procedure that does this?
Thanks and best regards,
Albert C

sorting a one dimensional array
 

Function QuickSort(VA_array As Variant, _
Optional V_Low1 = -1, _
Optional V_high1 = -1)

Dim V_Low2 As Long
Dim V_high2 As Long
Dim V_val1 As Variant
Dim V_val2 As Variant

'If first time, get the size of the array to sort
If V_Low1 = -1 Then
V_Low1 = LBound(VA_array, 1)
End If

If V_high1 = -1 Then
V_high1 = UBound(VA_array, 1)
End If

'Set new extremes to old extremes
V_Low2 = V_Low1
V_high2 = V_high1

'Get value of array item in middle of new extremes
V_val1 = VA_array((V_Low1 + V_high1) / 2)

'Loop for all the items in the array between the extremes
While (V_Low2 <= V_high2)

'Find the first item that is greater than the mid-point item
While (VA_array(V_Low2) < V_val1 And V_Low2 < V_high1)
V_Low2 = V_Low2 + 1
Wend

'Find the last item that is less than the mid-point item
While (VA_array(V_high2) V_val1 And V_high2 V_Low1)
V_high2 = V_high2 - 1
Wend

'If the new 'greater' item comes before the new 'less' item, swap
them
If (V_Low2 <= V_high2) Then
V_val2 = VA_array(V_Low2)
VA_array(V_Low2) = VA_array(V_high2)
VA_array(V_high2) = V_val2

'Advance the pointers to the next item
V_Low2 = V_Low2 + 1
V_high2 = V_high2 - 1
End If
Wend

'Iterate to sort the lower half of the extremes
If (V_high2 V_Low1) Then Call QuickSort(VA_array, V_Low1, V_high2)

'Iterate to sort the upper half of the extremes
If (V_Low2 < V_high1) Then Call QuickSort(VA_array, V_Low2, V_high1)

QuickSort = VA_array

End Function


If speed is important then there are faster ways to do this in VB6


RBS


"Albert" wrote in message
...
Hi!
I am currently and succesfully using the QuickSort algorithm for sorting 2
dimensional arrays.
However, I now need something to sort a one dimensional alphanumeric
array.
Could some one point me to a procedure that does this?
Thanks and best regards,
Albert C

sorting a one dimensional array
 

A simple shell sort

Public Sub ShellSort(ByRef aryToSort() As Variant)
Dim i As Long, j As Long
Dim iLow As Long, iHigh As Long
Dim tmp As Variant
iLow = LBound(aryToSort)
iHigh = UBound(aryToSort)
j = (iHigh - iLow + 1) \ 2
Do While j 0
For i = iLow To iHigh - j
If aryToSort(i) aryToSort(i + j) Then
tmp = aryToSort(i)
aryToSort(i) = aryToSort(i + j)
aryToSort(i + j) = tmp
End If
Next i
For i = iHigh - j To iLow Step -1
If aryToSort(i) aryToSort(i + j) Then
tmp = aryToSort(i)
aryToSort(i) = aryToSort(i + j)
aryToSort(i + j) = tmp
End If
Next i
j = j \ 2
Loop
End Sub


--

HTH

Bob Phillips

(replace xxxx in the email address with gmail if mailing direct)

"Albert" wrote in message
...
Hi!
I am currently and succesfully using the QuickSort algorithm for sorting 2
dimensional arrays.
However, I now need something to sort a one dimensional alphanumeric
array.
Could some one point me to a procedure that does this?
Thanks and best regards,
Albert C

sorting a one dimensional array
 

Thank you sir...
Very simple and works GREAT.

"Bob Phillips" wrote:

A simple shell sort

Public Sub ShellSort(ByRef aryToSort() As Variant)
Dim i As Long, j As Long
Dim iLow As Long, iHigh As Long
Dim tmp As Variant
iLow = LBound(aryToSort)
iHigh = UBound(aryToSort)
j = (iHigh - iLow + 1) \ 2
Do While j 0
For i = iLow To iHigh - j
If aryToSort(i) aryToSort(i + j) Then
tmp = aryToSort(i)
aryToSort(i) = aryToSort(i + j)
aryToSort(i + j) = tmp
End If
Next i
For i = iHigh - j To iLow Step -1
If aryToSort(i) aryToSort(i + j) Then
tmp = aryToSort(i)
aryToSort(i) = aryToSort(i + j)
aryToSort(i + j) = tmp
End If
Next i
j = j \ 2
Loop
End Sub


--

HTH

Bob Phillips

(replace xxxx in the email address with gmail if mailing direct)

"Albert" wrote in message
...
Hi!
I am currently and succesfully using the QuickSort algorithm for sorting 2
dimensional arrays.
However, I now need something to sort a one dimensional alphanumeric
array.
Could some one point me to a procedure that does this?
Thanks and best regards,
Albert C