作者: Hadrien Cambazard , Narendra Jussien
DOI: 10.1007/11493853_9
关键词: Constraint programming 、 Graph 、 Constraint satisfaction dual problem 、 Constraint satisfaction problem 、 Theoretical computer science 、 Computer science 、 Relaxation (approximation) 、 Structure (mathematical logic) 、 Speedup 、 Constraint satisfaction 、 Artificial intelligence 、 Combinatorial optimization 、 Constrained optimization
摘要: Recent work have exhibited specific structure among combinatorial problem instances that could be used to speed up search or help users understand the dynamic and static intimate of being solved. Several Operations Research approaches apply decomposition relaxation strategies upon such a identified within given problem. The next step is design algorithms adaptatively integrate kind information during search. We claim in this paper, inspired by previous on impact-based for constraint programming, using an explanation-based solver may lead collect invaluable instance. define several impact graphs generic guiding techniques identify hidden structures instances. Finally, we discuss how dedicated OR solving (such as Benders decomposition) adapted programming when relationships between variables are exhibited.