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A Tough Nut for Mathematical Knowledge Management

机译:数学知识管理的难题

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摘要

In this contribution we address two related questions. Firstly, we want to shed light on the question how to use a representation formalism to represent a given problem. Secondly, we want to find out how different formalizations are related and in particular how it is possible to check that one formalization entails another. The latter question is a tough nut for mathematical knowledge management systems, since it amounts to the question, how a system can recognize that a solution to a problem is already available, although possibly in disguise. As our starting point we take McCarthy's 1964 mutilated checkerboard challenge problem for proof procedures and compare some of its different formalizations.
机译:在本文中,我们解决了两个相关的问题。首先,我们要阐明如何使用表示形式主义来表示给定问题的问题。其次,我们想找出不同形式之间的关系,特别是如何检查一个形式是否包含另一个形式。后一个问题对于数学知识管理系统来说是一个棘手的问题,因为它相当于一个问题,即系统如何识别问题的解决方案已经可用,尽管可能是变相了。作为出发点,我们将麦卡锡(McCarthy)于1964年肢解的棋盘格挑战问题用作证明程序,并比较了其中一些不同的形式化形式。

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