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Detecting Boolean Functions for Proving Unsatisfiability.

, and . ICTAI, page 409-416. IEEE Computer Society, (2009)

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A Tree Decomposition Based Approach to Solve Structured SAT Instances., , and . ICTAI, page 115-122. IEEE Computer Society, (2009)A Boolean Encoding Including SAT and n-ary CSPs., , and . AIMSA, volume 4183 of Lecture Notes in Computer Science, page 33-44. Springer, (2006)A New Formula Rewriting by Reasoning on a Graphical Representation of SAT Instances., and . SARA, AAAI, (2009)Detecting Boolean Functions for Proving Unsatisfiability., and . ICTAI, page 409-416. IEEE Computer Society, (2009)Computing Horn Strong Backdoor Sets Thanks to Local Search., , , and . ICTAI, page 139-143. IEEE Computer Society, (2006)Another Way to Browse the Search Space For Some Transformations from CSP to SAT., , and . ISAIM, (2020)From XSAT to SAT by Exhibiting Equivalencies., and . ICTAI (1), page 84-91. IEEE Computer Society, (2008)From Horn Strong Backdoor Sets to Ordered Strong Backdoor Sets., , , and . MICAI, volume 4827 of Lecture Notes in Computer Science, page 105-117. Springer, (2007)Consistent Neighborhood for the Satisfiability Problem., , and . ICTAI (2), page 497-501. IEEE Computer Society, (2007)0-7695-3015-X.From XSAT to SAT by Exhibiting Boolean Functions., and . Int. J. Artif. Intell. Tools, 18 (5): 783-799 (2009)