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Chain Answer Sets for Logic Programs with Generalized Atoms

机译:具有广义原子的逻辑程序的链答案集

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Answer Set Programming (ASP) has seen several extensions by generalizing the notion of atom used in these programs, for example dl-atoms, aggregate atoms, HEX atoms, generalized quantifiers, and abstract constraints, referred to collectively as generalized atoms in this paper. The idea common to all of these constructs is that their satisfaction depends on the truth values of a set of (non-generalized) atoms, rather than the truth value of a single (non-generalized) atom. In a previous work, it was argued that for some of the more intricate generalized atoms, the previously suggested semantics provide unintuitive results, and an alternative semantics called supportedly stable was suggested. Unfortunately, this semantics had a few issues on its own and also did not have a particularly natural definition. In this paper, we present a family of semantics called Chain Answer Sets, which has a simple, but somewhat unusual definition. We show several properties of the new semantics, including the computational complexity of the associated reasoning tasks.
机译:回答集编程(ASP)已经一般化原子的在这些程序中所使用的概念,例如DL-原子,骨料原子,HEX原子,广义量词,和抽象的限制看到几个扩展,统称为在本文中广义原子。这个想法共同所有这些构建体的是,他们的满意度依赖于一组(非广义)原子,而不是单一的(非通用)原子的真值的真值。在以前的工作中,有人认为,对于一些比较复杂的通用原子,先前提出的语义提供直观的结果,另一种被称为语义支撑地稳定的建议。不幸的是,这种语义有其自身的一些问题,也没有特别的自然清晰度。在本文中,我们提出了一个家庭的语义称为链答案集,其中有一个简单的,但有点不寻常的定义。我们展示了新的语义的几个属性,包括相关的推理任务的计算复杂度。

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