Research Article
Cutting Cycles of Conditional Preference Networks with Feedback Set Approach
Algorithm 2
A heuristic approach to FVS.
| A heuristic approach to FVS | | Input: A CP-net N | | Output: A acyclic CP-net N’ | | Ring node set D∈N | | Initial queue Q | | For every D∈N | | Q=NULL | | IF D!=NULL | | For S∈D | | weight(S)=numSon(S)-numParent(S) | | Q.inesrt(S) | | End for | | minWeight=min(weight(Q)) | | For i=1:Q.length | | IF Q[i].weight==min(weight(Q)) | | P.insert(Q[i]) | | End IF | | End FOR | | IF P.length==1 | | Delete P[i] | | Else IF son(S) ∈D&&parent(S) ∈D | | Delete S | | Else X=Rand()%sizeof(P) | | Delete P[X] | | End IF | | End IF | | End FOR | | output a CP-net N’ | | End |
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