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A new result about the decidability of the existential one-step rewriting theory

机译:存在性一步重写理论可判定性的新结果

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摘要

We give a decision procedure for the whole existential fragment of one-step rewriting first-order theory,in the case where rewrite systems are linear,non left-left-overlapping (i.e. without critical pairs),and non #epsilon#-left-right-overlapping (i.e. no left-hand-side overlaps on top with the right-hand-side of the same rewrite rule~2).The procedure is defined by means of tree-tuple synchronized grammars.
机译:当重写系统是线性的,非左-左重叠(即没有临界对)且非#epsilon#-左-时,我们给出了一步重写一阶理论的整个存在片段的决策程序。右重叠(即同一重写规则〜2的右上方没有左重叠)。此过程是通过树元组同步语法定义的。

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