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References

References. [1] Freuder, E. C ., and Elfe , C. D. 1996 . Neighborhood Inverse Consistency Preprocessing . In Proc . of AAAI 1996 , 202—208.

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References

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  1. References [1] Freuder, E. C., and Elfe, C. D. 1996. Neighborhood Inverse Consistency Preprocessing. In Proc. of AAAI 1996, 202—208. [2] Janssen, P.; Jégou, P.; Nougier, B.; and Vilarem, M. 1989. A Filtering Process for General Constraint-Satisfaction Problems: Achieving Pairwise-Consistency Using an Associated Binary Representation. In Proc. IEEE Workshop on Tools for AI, 420–427. [3] Karakashian, S.; Woodward, R.; Reeson, C.; Choueiry, B. Y.; and Bessiere, C. 2010. A First Practical Algorithm for High Levels of Relational Consistency. In Proc. of AAAI 2010, 101–107. [4] Woodward, R.; Karakashian, S.; Choueiry, B. Y.; and Bessiere, C. 2011. Solving Difficult CSPs with Relational Neighborhood Inverse Consistency. InProc. of AAAI 2011, 1–8. [5] Woodward, R.; Karakashian, S.; Choueiry, B. Y.; and Bessiere, C. 2011. Reformulating the Dual Graphs of CSPs to Improve the Performance of Relational Neighborhood Inverse Consistency. In Proc. of SARA 2011, 1–8. [6] Woodward, R.; Karakashian, S.; Choueiry, B. Y.; and Bessiere, C. 2011. Relational Neighborhood Inverse Consistency for Constraint Satisfaction. Technical Report: TR-UNL-CSE-2011-0007, Lincoln, NE. • Acknowledgments Robert Woodward was supported by a Goldwater Scholarship & an NSF Graduate Research Fellowship. This research is also supported by NSF Grant No. RI-111795. Experiments were conducted utilizing the Holland Computing Center of the University of Nebraska. August 10th, 2011

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