Hill-climbing has been shown to be more effective than ex-haustive search in solving satisfiability problems.Also, it has been used either by itself or in combination with other meth-ods to solve the most difficult region of SAT, the phase tran-sition. We show that hill-climbing also finds SAT problems difficult around the phase transition. It too follows an easy-hard-eays transition
Previous research has shown that 3-SAT problems are easy to solve both when the “constrainedness” (...
We study the scaling properties of sequential and parallel ver-sions of a local search algorithm, Wa...
We analyze to what extent the random SAT and Max-SAT problems differ in their properties. Our findin...
Hill-climbing has been shown to be more effective than exhaustive search in solving satisfiability p...
Recently several local hill-climbing procedures for propositional satis-ability have been proposed, ...
We describe a detailed experimental investigation of the phase transition for several dierent classe...
This paper presents a study of the ability of the Stochastic Hill Climbing algorithm to solve multi-...
We present a detailed experimental investigation of the easy-hard-easy phase transition for randomly...
The time complexity of problems and algorithms, i.e., the scaling of the time required for solving a...
AbstractWe describe an experimental investigation of the satisfiability phase transition for several...
AbstractWe present a generator for weighted instances of MAX k-SAT in which every clause has a weigh...
A new algorithm for solving MAX-SAT problems is introduced which clusters good solutions, and restar...
I will survey work on exact algorithms for SAT, analyzed by their worst-case complexity. I will ment...
We study the scaling properties of sequential and parallel versions of a local search algorithm, Wal...
Random k-CNF formulas at the anticipated k-SAT phase-transition point are prototypical hard k-SAT in...
Previous research has shown that 3-SAT problems are easy to solve both when the “constrainedness” (...
We study the scaling properties of sequential and parallel ver-sions of a local search algorithm, Wa...
We analyze to what extent the random SAT and Max-SAT problems differ in their properties. Our findin...
Hill-climbing has been shown to be more effective than exhaustive search in solving satisfiability p...
Recently several local hill-climbing procedures for propositional satis-ability have been proposed, ...
We describe a detailed experimental investigation of the phase transition for several dierent classe...
This paper presents a study of the ability of the Stochastic Hill Climbing algorithm to solve multi-...
We present a detailed experimental investigation of the easy-hard-easy phase transition for randomly...
The time complexity of problems and algorithms, i.e., the scaling of the time required for solving a...
AbstractWe describe an experimental investigation of the satisfiability phase transition for several...
AbstractWe present a generator for weighted instances of MAX k-SAT in which every clause has a weigh...
A new algorithm for solving MAX-SAT problems is introduced which clusters good solutions, and restar...
I will survey work on exact algorithms for SAT, analyzed by their worst-case complexity. I will ment...
We study the scaling properties of sequential and parallel versions of a local search algorithm, Wal...
Random k-CNF formulas at the anticipated k-SAT phase-transition point are prototypical hard k-SAT in...
Previous research has shown that 3-SAT problems are easy to solve both when the “constrainedness” (...
We study the scaling properties of sequential and parallel ver-sions of a local search algorithm, Wa...
We analyze to what extent the random SAT and Max-SAT problems differ in their properties. Our findin...