IEEE Intelligent Systems · 2017 · 32 citations · 9 references
Artificial IntelligenceMathematical ProgrammingEngineeringMachine LearningMaxsat ProblemComplexity ReductionData Mining ArenaMaxsat InstanceOptimization-based Data MiningData ScienceData MiningSat SolvingManagementDecision Tree LearningCombinatorial OptimizationData ModelingData OptimizationIntelligent OptimizationPredictive AnalyticsKnowledge DiscoveryComputer ScienceFundamental Maxsat ProblemEvolutionary Data MiningNew ApproachData Mining-based DecompositionBig Data
This article explores advances in the data mining arena to solve the fundamental MAXSAT problem. In the proposed approach, the MAXSAT instance is first decomposed and clustered by using data mining decomposition techniques, then every cluster resulting from the decomposition is separately solved to construct a partial solution. All partial solutions are merged into a global one, while managing possible conflicting variables due to separate resolutions. The proposed approach has been numerically evaluated on DIMACS instances and some hard Uniform-Random-3-SAT instances, and compared to state-of-the-art decomposition based algorithms. The results show that the proposed approach considerably improves the success rate, with a competitive computation time that's very close to that of the compared solutions.
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A Computing Procedure for Quantification Theory
Martin Davis, Hilary Putnam · Journal of the ACM · 1960 · 2.6K citations · Full text
Computational Complexity Theory, Engineering, Constructive Logic +18