Experience with the Larch Prover

Jeannette M. Wing, C. Gong
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引用次数: 4

Abstract

Many people have argued the importance of mechanical theorem-proving for reasoning about programs. Proving the correctness of programs by hand is usually hard and errorprone. People often miss boundary cases or forget to state hidden assumptions. On the other hand, can current mechanical theorem provers deal with a wide scope of non-trivial problems? Here, the question of scale is in diversity of problems as well as in complexity of each problem. Some provers are more suitable for one class of problems than others and all provers have space and time bounds that set practical limits on the size of an individual problem that can be handled.
经验与落叶松证明
许多人争论力学定理证明对于程序推理的重要性。手工证明程序的正确性通常是困难且容易出错的。人们经常忽略边界情况,或者忘记说明隐藏的假设。另一方面,目前的力学定理证明能处理大范围的非平凡问题吗?在这里,规模问题在于问题的多样性以及每个问题的复杂性。有些证明器比其他证明器更适合于一类问题,并且所有证明器都有空间和时间限制,这些限制对可以处理的单个问题的大小设置了实际限制。
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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