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Représentation SAT-graph - Centre de Recherche en Informatique ...

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[20] H. Van Maar<strong>en</strong> and L. Van Nor<strong>de</strong>n. Correlations betwe<strong>en</strong> horn fractions, satisfiabilityand solver performance for fixed <strong>de</strong>nsity random 3-cnf instances. Annals ofMathematics and Artificial Intellig<strong>en</strong>ce, 44 :157– 177, 2005.[21] J. Marques-Silva and K. Sakallah. GRASP : A new search algorithm for satisfiability.In Proceedings of CAD, pages 220–227, 1996.[22] M. Moskewicz, C. Madigan, Y. Zhao, L. Zhang, and S. Malik. Chaff : Engineeringan effici<strong>en</strong>t sat solver. In Proceedings of DAC, 2001.[23] L. Paris, R. Ostrowski, L. Saïs, and P. Siegel. Computing horn strong backdoorsets thanks to local search. In proceedings of ICTAI, pages 139–143, 2006.[24] B. Selman, H. Levesque, and D. Mitchell. A New Method for Solving Hard SatisfiabilityProblems. In Proceedings of AAAI, pages 440–446, 1994.[25] C. Sinz and E. Dieringer. Dpvis - a tool to visualize the structure of sat instances.In proceedings of <strong>SAT</strong>, pages 257–268, 2005.[26] C. Thiffault, F. Bacchus, and T. Walsh. Solving non-clausal formulas with DPLLsearch. In proceedings of CP, pages 663–678, 2004.[27] R. Williams, C. Gomes, and B. Selman. Backdoors to typical case complexity. Inproceedings of IJCAI, pages 1173–1178, 2003.

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