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Abstract:
The management of constraints is an integral part of today’s planning systems. It includes the simple orderings in POP systems as well as the exclusion relations of today’s cutting-edge Graphplambased planners. The need for expressive formalisms with efficient propagation and refinement techniques to extract solutions will grow further given the ongoing orientation toward real-world problems, which are constrained as regards temporal, spatial and many other resources. Constraint programming has much to contribute in this domain.