问题描述
给出一个三元组列表,我想得到一个如下的关系矩阵。
1 AX
1 AY
1 BXABC
1 BZ 1 X,YX,Z
2 AZ ==> 2 ZXY
2 BX 3 YZ
3 AY
3 AZ
2 CY
(如何在Excel / VB / PowerBI或类似工具中完成此操作?
使用数组公式,您可以生成一个数组,该数组将保留第三列的值或空白,具体取决于是否应包含该值。然后,您可以使用TEXTJOIN加入他们。
TEXTJOIN是Office 365中的新增功能;如果没有它,则首先需要以这种方式将其定义为一个函数(摘自
如果您不熟悉数组公式,请注意,您需要使用CTRL + SHIFT + ENTER进行输入。然后,您需要复制G3并将其粘贴到表格的其他单元格中(如果您尝试粘贴到包括从其复制数组公式的单元格的范围中,excel会对此表示挑剔,因此您可能必须这样做以几种糊状);并且该公式将使用适当的索引,因为$ F3和G $ 2是相对的。
Given a list of triples I want to get a relationship matrix as follows.
1 A X
1 A Y
1 B X A B C
1 B Z 1 X,Y X,Z
2 A Z ==> 2 Z X Y
2 B X 3 Y Z
3 A Y
3 A Z
2 C Y
(How) can this be done in Excel/VB/PowerBI or similar ?
Using an array formula, you can generate an array which will hold either the value of the third column or a blank depending on whether the value should be included. You can then join them using TEXTJOIN.TEXTJOIN being new in Office 365; if you don't have it you'll first need to define it as a function this way (taken from MrExcel):
Function TEXTJOIN(Delimiter As String, IgnoreBlanks As Boolean, ParamArray Text() As Variant) As String Dim Item As Variant, V As Variant, Arr As Variant For Each Item In Text If VarType(Item) > 8191 Then For Each V In Item If Len(V) > 0 Or (Len(V) = 0 And Not IgnoreBlanks) Then TEXTJOIN = TEXTJOIN & Delimiter & V Next Else TEXTJOIN = TEXTJOIN & Delimiter & Item End If Next TEXTJOIN = Mid(TEXTJOIN, Len(Delimiter) + 1) End Function
Now back to your problem, assuming your data is in A1:C9 and the table you want is at F2:I5 (with line 2 and column F containing the indexes) you'll need to use this formula in G3: {=TEXTJOIN(",";TRUE;IF($A$1:$A$9=$F3;IF($B$1:$B$9=G$2;$C$1:$C$9;"");""))}
:
If you're unfamiliar with array formulas, please note that you'll need to use CTRL+SHIFT+ENTER to enter it. You'll then need to copy G3 and paste it to the other cells of your table (excel will be finicky about that if you try to paste to a range including the cell you copied an array formula from, so you might have to do it in several pastes); and the formula will use the proper indexes as $F3 and G$2 are relative.
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