Core-guided algorithms proved to be effective on industrial instances of MaxSAT, the optimization variant of the satisfiability problem for propositional formulas. These algorithms work by iteratively checking satisfiability of a formula that is relaxed at each step by using the information provided by unsatisfiable cores. The paper introduces a new core-guided algorithm that adds cardinality constraints for each detected core, but also limits the number of literals in each constraint in order to control the number of refutations in subsequent satisfiability checks. The performance gain of the new algorithm is assessed on the industrial instances of the 2014 MaxSAT Evaluation
Max-SAT-CC is the following optimization problem: Given a formula in CNF and a bound k, find an assi...
The Maximum Satisfiability (MAXSAT) problem is an optimization version of the Satisfiability problem...
Many decision and optimization problems in Electronic Design Automation (EDA) can be solved with Boo...
Maximum Satisfiability (MaxSAT) is a well-known optimization variant of propositional Satisfiability...
Abstract. Maximum Satisfiability (MaxSAT) is an optimization variant of the Boolean Satisfiability (...
Maximum Satisfiability (MaxSAT) is an optimization variant of the Boolean Satisfiability (SAT) probl...
Core-guided approaches to solving MAXSAT have proved to be effective on industrial problems. These a...
Several MaxSAT algorithms based on iterative SAT solving have been proposed in recent years. These a...
Core-guided solvers are among the best performing algorithms for solving maximum satisfiability prob...
Abstract. The MaxSAT problem and some of its well-known variants find an increasing number of practi...
Abstract—Cardinality constraints appear in many practical problems and have been well studied in the...
Abstract. Maximum Satisfiability (MaxSAT) is a well-known op-timization version of Propositional Sat...
Maximum Satisfiability (MaxSAT) and its weighted variants are wellknown optimization formulations of...
International audienceThe paper describes the use of dual-rail MaxSAT systems to solve Boolean satis...
The so-called declarative approach has proven to be a viable paradigm for solving various real-world...
Max-SAT-CC is the following optimization problem: Given a formula in CNF and a bound k, find an assi...
The Maximum Satisfiability (MAXSAT) problem is an optimization version of the Satisfiability problem...
Many decision and optimization problems in Electronic Design Automation (EDA) can be solved with Boo...
Maximum Satisfiability (MaxSAT) is a well-known optimization variant of propositional Satisfiability...
Abstract. Maximum Satisfiability (MaxSAT) is an optimization variant of the Boolean Satisfiability (...
Maximum Satisfiability (MaxSAT) is an optimization variant of the Boolean Satisfiability (SAT) probl...
Core-guided approaches to solving MAXSAT have proved to be effective on industrial problems. These a...
Several MaxSAT algorithms based on iterative SAT solving have been proposed in recent years. These a...
Core-guided solvers are among the best performing algorithms for solving maximum satisfiability prob...
Abstract. The MaxSAT problem and some of its well-known variants find an increasing number of practi...
Abstract—Cardinality constraints appear in many practical problems and have been well studied in the...
Abstract. Maximum Satisfiability (MaxSAT) is a well-known op-timization version of Propositional Sat...
Maximum Satisfiability (MaxSAT) and its weighted variants are wellknown optimization formulations of...
International audienceThe paper describes the use of dual-rail MaxSAT systems to solve Boolean satis...
The so-called declarative approach has proven to be a viable paradigm for solving various real-world...
Max-SAT-CC is the following optimization problem: Given a formula in CNF and a bound k, find an assi...
The Maximum Satisfiability (MAXSAT) problem is an optimization version of the Satisfiability problem...
Many decision and optimization problems in Electronic Design Automation (EDA) can be solved with Boo...