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On the Extension of Learning for Max-SAT

机译:关于Max-Sat的延伸

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One of the most critical components of Branch & Bound (BnB) solvers for Max-SAT is the estimation of the lower bound. At each node of the search tree, they detect inconsistent subsets (IS) of the formula by unit propagation based methods and apply a treatment to them. The currently best performing Max-SAT BnB solvers perform a very little amount of memorization, thus the same IS may be detected and treated several times during the exploration of the search tree. We address in this paper the problem of increasing the learning performed by BnB solvers. We present new sets of clause patterns which produce unit resolvent clauses when they are transformed by max-resolution. We study experimentally the impact of these transformation' memorization in our solver AHMAXSAT and we discuss their effects on the solver behavior.
机译:用于MAX-SAT的分支和绑定(BNB)溶剂的最关键组件之一是估计下限。在搜索树的每个节点处,它们通过基于单元传播的方法检测公式的不一致子集(IS)并将处理应用于它们。目前最好执行的MAX-SAT BNB求解器执行很少的记忆量,因此可以在搜索树的探索期间检测和处理几次。我们在本文中解决了增加BNB求解器所执行的学习的问题。我们提出了新的条款模式,当通过最大分辨率转换时,它会产生单位解析条款。我们在实验上研究了这些转型的影响在​​我们的求解器Ahmaxsat中的影响,我们讨论了对求解器行为的影响。

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