A New Method to Encode the At-Most-One Constraint into SAT
Author:
Affiliation:
1. Faculty of Information Technology, Hung Yen University of Technology and Education, Vietnam
2. Faculty of Information Technology, University of Transport, HoChiMinh City, Vietnam
Publisher
ACM
Link
https://dl.acm.org/doi/pdf/10.1145/2833258.2833293
Reference44 articles.
1. C. Ansótegui and F. Manyà . Mapping problems with finite-domain variables to problems with boolean variables. In H. H. Hoos and D. G. Mitchell editors SAT (Selected Papers volume 3542 of Lecture Notes in Computer Science pages 1 -- 15 . Springer 2004 . 10.1007/11527695_1 C. Ansótegui and F. Manyà. Mapping problems with finite-domain variables to problems with boolean variables. In H. H. Hoos and D. G. Mitchell editors SAT (Selected Papers volume 3542 of Lecture Notes in Computer Science pages 1--15. Springer 2004. 10.1007/11527695_1
2. J. Argelich A. Cabiscol I. Lynce and F. Manyà . Sequential Encodings from Max-CSP into Partial Max-SAT. In O. Kullmann editor SAT volume 5584 of Lecture Notes in Computer Science pages 161 -- 166 . Springer 2009 . 10.1007/978-3-642-02777-2_17 J. Argelich A. Cabiscol I. Lynce and F. Manyà. Sequential Encodings from Max-CSP into Partial Max-SAT. In O. Kullmann editor SAT volume 5584 of Lecture Notes in Computer Science pages 161--166. Springer 2009. 10.1007/978-3-642-02777-2_17
3. New Insights into Encodings from MaxCSP into Partial MaxSAT
4. Cardinality Networks: a theoretical and empirical study
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