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ON THE COMPUTATIONAL COMPLEXITY OF STRATIFIED NEGATION IN LINEAR-TIME TEMPORAL LOGIC PROGRAMMING

机译:关于线性时间时间逻辑编程中分层否定的计算复杂性

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A lot of formal approaches to the "right" semantics of negation in logic programming have been proposed during the last two decades and the importance of this topic for the areas of Non-Monotonic Reasoning and Deductive Databases has been stressed. In sharp contrast, only a few papers have been devoted to the semantics of negation in temporal logic programming, despite the intuitive importance and the practical implication of this issue. Recently, a simple syntactic criterion has been proposed in (12): it is based on the cycle sum test and singles out the Chronolog programs for which a well-defined semantics of stratified negation can be given. In this paper, we show that this test is computationally affordable, and thus of great practical importance too: we sketch an algorithm for the cycle sum test, whose time requirements are linearly related to the "size" of the input Chronolog program.
机译:在过去的二十年中提出了许多正式的否定否定语义的否定否定的语义,并强调了对非单调推理和演绎数据库领域的这一话题的重要性。在鲜明的对比中,尽管这个问题的表现非常重要和实际意义,但在时间逻辑编程中只有几篇论文致力于否定的语义。最近,在(12)中提出了一种简单的语法标准:它基于周期和测试,并单打时间表中可以给出分层否定的明确定义语义的计时程序。在本文中,我们表明,该测试是计算得起的,因此具有很大的实际重要性:我们绘制一个循环和测试的算法,其时间要求与输入时间表的“尺寸”线性相关。

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