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Abstract: The paper introduces value precedence on integer and set sequences. A useful application of the notion is in breaking symmetries of indistinguishable values, an important class of symmetries in practice. (Update)
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BibTeX entry: (Update)
@misc{ law-global,
author = "Y.C. Law and J.H.M. Lee",
title = "Global Constraints for Integer and Set Value Precedence",
url = "citeseer.ist.psu.edu/698243.html" }
Citations (may not include all citations):92 Reference Manual (context) - Solver - 1999
74 Eliminating interchangeable values in constraint satisfactio.. (context) - Freuder - 1991
56 Good old discrete relaxation (context) - Mohr, Masini - 1988
54 Symmetry-breaking predicates for search problems - Crawford, Ginsberg et al. - 1996
45 Interval propagation to reason about sets: Definition and im.. (context) - Gervet - 1997
18 Study of symmetry in constraint satisfaction problems - Benhamou - 1994
18 Breaking row and column symmetries in matrix models - Flener, Frisch et al. - 2002
5 Solving the Kirkman's schoolgirl problem in a few seconds - Barnier, Brisset - 2002
4 A symmetry breaking constraint for indistinguishable values - Gent - 2001
2 Global constraints for lexicographical orderings (context) - Frisch, Hnich et al. - 2002
2 Multiset ordering constraints - Frisch, Miguel et al. - 2003
1 Constraints for breaking more row and column symmetries (context) - Frisch, Jefferson et al. - 2003
1 Breaking value symmetries in matrix models using channeling .. (context) - Law, Lee - 2004
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