Bounded Combinatorial Reconfiguration with Answer Set Programming

Yuya Yamada, Mutsunori Banbara, Katsumi Inoue, Torsten Schaub
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Abstract

We develop an approach called bounded combinatorial reconfiguration for solving combinatorial reconfiguration problems based on Answer Set Programming (ASP). The general task is to study the solution spaces of source combinatorial problems and to decide whether or not there are sequences of feasible solutions that have special properties. The resulting recongo solver covers all metrics of the solver track in the most recent international competition on combinatorial reconfiguration (CoRe Challenge 2022). recongo ranked first in the shortest metric of the single-engine solvers track. In this paper, we present the design and implementation of bounded combinatorial reconfiguration, and present an ASP encoding of the independent set reconfiguration problem that is one of the most studied combinatorial reconfiguration problems. Finally, we present empirical analysis considering all instances of CoRe Challenge 2022.
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基于答案集规划的有界组合重构
针对组合重构问题,提出了一种基于答案集规划(ASP)的有界组合重构方法。一般任务是研究源组合问题的解空间,并确定是否存在具有特殊性质的可行解序列。由此产生的recongo求解器涵盖了最近一次组合重构国际竞赛(CoRe Challenge 2022)中求解器轨道的所有指标。Recongo在单引擎解算器的最短度量中排名第一。本文给出了有界组合重构的设计与实现,并给出了组合重构中研究最多的独立集重构问题的ASP编码。最后,我们提出了考虑2022年核心挑战所有实例的实证分析。
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