Beldiceanu, Nicolas and Carlsson, Mats and Thiel, Sven (2003) Sweep synchronization as a global propagation mechanism. In: Fifth International Workshop on Integration of AI and OR Techniques, 8-10 May 2003, Montreal, Canada.
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This paper presents a new generic filtering algorithm that simultaneously considers n conjunctions of constraints as well as those constraints mentioning some variables Yk of the pairs X,Yk (1<=k<=n) occurring in these conjunctions. The main benefit of this new technique comes from the fact that, for adjusting the bounds of a variable X according to n conjunctions, we do not perform n sweeps in an independent way but rather synchronize them. We then specialize this technique to the non-overlapping rectangles constraint where we consider the case where several rectangles of height one have the same X coordinate for their origin as well as the same length. For this specific constraint we come up with an incremental bipartite matching algorithm which is triggered while we sweep over the time axis. We illustrate the usefulness of this new pruning method on a timetabling problem, where each task can not be interrupted and requires the simultaneous availability of n distinct persons. Each person has his own periods of unavailability and can only perform one task at a time.
|Item Type:||Conference or Workshop Item (Paper)|
|Additional Information:||Also published as SICS Technical Report T2003-02.|
|Deposited By:||INVALID USER|
|Deposited On:||09 Apr 2008|
|Last Modified:||18 Nov 2009 16:14|
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