Identifying sources of global contention in constraint satisfaction search


Autoria(s): Grimes, Diarmuid
Contribuinte(s)

Wallace, Richard J.

Freuder, Eugene C.

Science Foundation Ireland

Data(s)

30/07/2012

30/07/2012

01/07/2012

25/07/2012

Resumo

Much work has been done on learning from failure in search to boost solving of combinatorial problems, such as clause-learning and clause-weighting in boolean satisfiability (SAT), nogood and explanation-based learning, and constraint weighting in constraint satisfaction problems (CSPs). Many of the top solvers in SAT use clause learning to good effect. A similar approach (nogood learning) has not had as large an impact in CSPs. Constraint weighting is a less fine-grained approach where the information learnt gives an approximation as to which variables may be the sources of greatest contention. In this work we present two methods for learning from search using restarts, in order to identify these critical variables prior to solving. Both methods are based on the conflict-directed heuristic (weighted-degree heuristic) introduced by Boussemart et al. and are aimed at producing a better-informed version of the heuristic by gathering information through restarting and probing of the search space prior to solving, while minimizing the overhead of these restarts. We further examine the impact of different sampling strategies and different measurements of contention, and assess different restarting strategies for the heuristic. Finally, two applications for constraint weighting are considered in detail: dynamic constraint satisfaction problems and unary resource scheduling problems.

Accepted Version

Not peer reviewed

Formato

application/pdf

Identificador

Grimes, D., 2012. Identifying sources of global contention in constraint satisfaction search. PhD Thesis, University College Cork.

http://hdl.handle.net/10468/646

Idioma(s)

en

en

Publicador

University College Cork

Direitos

© 2012, Diarmuid Grimes

http://creativecommons.org/licenses/by-nc-nd/3.0/

Palavras-Chave #Boolean satisfiability #Constraint weighting #Failure in search #Constraint programming (Computer science) #Heuristic programming #Computer algorithms
Tipo

Doctoral thesis

Doctoral

PhD (Computer Science)