Now, let’s consider the weighted directed graph in Figure 2.14. Let the
rule r be (B→C→D). Then
C
(B→C→D)
=
3
31+
×
2
21+
= 0.5 and S
(B→C→D)
=
32
2
21
12
+
= 1.43.
With an appropriate support value, we can capture rules that are globally
frequent, but the rules may contain some links that are below the support
threshold. From the trail B
3
→
C
2
→
D
2
→
E
1
→
F in the example in
Figure 2.14, we get
S
r
==
.
.
8
4
175
114
Note in this case that the minimum support value among all the single
rules constituting the composite rule is 0.57 since S
B→C
=
3
175.
= 1.71,
S
C→D
=
2
175.
=1.14, S
D→E
=
2
175.
=1.14, ...
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