简单类型理论:走向正式规范的简单步骤

William M. Farmer, M. Mohrenschildt
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引用次数: 2

摘要

工程师,尤其是软件工程师,需要知道如何阅读和编写精确的规范。规范通过用正式的数学语言表达而变得精确。简单类型理论,也称为高阶逻辑,是创建和理解形式化规范的优秀教育和实用工具。它为规范提供了比一阶逻辑更好的逻辑基础,并且是比VDM-SL和z等工业规范语言更好的介绍性规范语言。由于这些原因,我们建议将简单类型理论纳入本科工程课程。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simple type theory: simple steps towards a formal specification
Engineers, particularly software engineers, need to know how to read and write precise specifications. Specifications are made precise by expressing them in a formal mathematical language. Simple type theory, also as known as higher-order logic, is an excellent educational and practical tool for creating and understanding formal specifications. It provides a better logical foundation for specification than first-order logic and is a better introductory specification language than industrial specification languages like VDM-SL and Z. For these reasons, we recommend that simple type theory be incorporated into the undergraduate engineering curriculum.
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