Trap escape for local search by backtracking and conflict reverse

Huu-Phuoc Duong, Thach-Thao Duong, D. Pham, A. Sattar, A. Duong
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Abstract

This paper presents an efficient trap escape strategy in stochastic local search for Satisfiability. The proposed method aims to enhance local search by pro- viding an alternative local minima escaping strategy. Our variable selection scheme provides a novel local minima escaping mechanism to explore new solution areas. Conflict variables are hypothesized as variables recently selected near local min- ima. Hence, a list of backtracked conflict variables is retrieved from local min- ima. The new strategy selects variables in the backtracked variable list based on the clause-weight scoring function and stagnation weights and variable weights as tiebreak criteria. This method is an alternative to the conventional method of se- lecting variables in a randomized unsatisfied clause. The proposed tiebreak method favors high stagnation weights and low variable weights during trap escape phases. The new strategies are examined on verification benchmark and SAT Competi- tion 2011 and 2012 application and crafted instances. Our experiments show that proposed strategy has comparable performance with state-of-the-art local search solvers for SAT.
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通过回溯和冲突反转实现局部搜索的陷阱逃脱
本文提出了一种求解随机局部可满足性的有效陷阱逃脱策略。该方法通过提供一种可选的局部最小转义策略来增强局部搜索能力。我们的变量选择方案提供了一种新颖的局部最小值逃避机制来探索新的解域。冲突变量被假设为最近在局部最小值附近选择的变量。因此,从本地最小值集检索回溯冲突变量列表。该策略基于子句权重评分函数,以停滞权和可变权作为决胜局标准,在回溯变量列表中选择变量。该方法是传统的在随机不满足子句中选择变量的替代方法。所提出的抢七方法在陷阱逃逸阶段有利于高停滞权和低可变权。通过验证基准和2011年和2012年SAT竞赛的应用程序和精心制作的实例对新策略进行了检验。我们的实验表明,所提出的策略具有与最先进的SAT局部搜索求解器相当的性能。
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