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Principles and Practice of Constraint Programming – CP 2011
Solving MAXSAT by Solving a Sequence of Simpler SAT Instances
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Author(s):
Jessica Davies
,
Fahiem Bacchus
Publication date
(Print):
2011
Publisher:
Springer Berlin Heidelberg
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On Solving the Partial MAX-SAT Problem
Zhaohui Fu
,
Sharad Malik
(2006)
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Algorithms for Weighted Boolean Optimization
Vasco Manquinho
,
Joao Marques-Silva
,
Jordi Planes
(2009)
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Solving (Weighted) Partial MaxSAT through Satisfiability Testing
Carlos Ansótegui
,
Maria Bonet
,
Jordi Levy
(2009)
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Book Chapter
Publication date (Print):
2011
Pages
: 225-239
DOI:
10.1007/978-3-642-23786-7_19
SO-VID:
09c3611b-4ae2-47cc-91e6-5e32d63006be
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Book chapters
pp. 12
A Constraint Seeker: Finding and Ranking Global Constraints from Examples
pp. 27
Bin Repacking Scheduling in Virtualized Datacenters
pp. 385
Grid-Based SAT Solving with Iterative Partitioning and Clause Learning
pp. 225
Solving MAXSAT by Solving a Sequence of Simpler SAT Instances
pp. 414
On Deciding MUS Membership with QBF
pp. 454
Algorithm Selection and Scheduling
pp. 508
Constraint Reasoning and Kernel Clustering for Pattern Decomposition with Scaling
pp. 621
Boolean Equi-propagation for Optimized SAT Encoding
pp. 645
Kangaroo: An Efficient Constraint-Based Local Search System Using Lazy Propagation
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