A Note on Finding One-Variable Patterns Consistent with Examples and Counterexamples

Takeshi Koshiba, K. Hiraishi
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Abstract

We consider the problem of finding one-variable patterns consistent with given positive examples and negative examples. We try to give some evidence that the pattern finding problem is computationally difficult by finding an NP-complete graph problem (called MCP) such that the pattern finding problem is a subproblem of MCP. We also give sufficient conditions such that the pattern finding problem is polynomial-time computable and show that some of the conditions are related with solving word-equations in one variable.
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关于寻找与例子和反例子一致的单变量模式的注释
我们考虑找到与给定的正例和负例一致的单变量模式的问题。我们试图通过找到一个np完全图问题(称为MCP)来证明模式查找问题是计算困难的,使得模式查找问题是MCP的一个子问题。我们还给出了模式查找问题是多项式时间可计算的充分条件,并证明了其中一些条件与解单变量的词方程有关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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