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引用次数: 0

摘要

本演讲将尝试从两种意义上构建JML。第一种感觉是将JML置于其他规范语言和工具的上下文中。我们将通过对JML的简要介绍和一些小示例来提供这个上下文。使用JML的不同工具还有助于以不同的方式为语言设计提供上下文。通过比较JML与其他契约式语言(如Eiffel)的设计,提供了该上下文的另一个方面。在JML中,第二种意义上的框架是一种更为技术性的框架公理,也称为“修饰子句”。这样的框架公理对于推理是至关重要的,并且很难在运行时检查;因此,静态分析是一个至关重要的需求。我们将讨论JML框架公理的语义,包括原始意义上的数据组和实验性的Universe类型系统。本文将介绍语义和检查方面的问题,以及最近的一些工作。请注意,JML中最近关于框架公理的一些工作,特别是与宇宙类型系统的扩展,是与ETH z的Peter m ller和U. Kaiserslautern的Arnd Poetzsch-Heffter共同完成的。在爱荷华州立大学,JML的发展部分由(美国)国家科学基金会资助CCR-9503168, CCR-9803843, CCR-0097907和CCR-0113181。
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Invited Talk: JML framed!
This talk will try to frame JML in two senses. The first is the sense of placing JML in the context of other specification languages and tools. This context will be provided by giving a brief introduction to JML, with small examples. The different tools that work with JML also help provide context for the language design in a different way. Another aspect of this context is provided by comparing JML with other design by contract languages, such as Eiffel.The second sense of framing in JML is the more technical one of frame axioms, also known as "modifies clauses". Such frame axioms are critical for reasoning, and are difficult to check at runtime; hence static analysis is a crucial need. We will discuss the semantics of JML's frame axioms, including datagroups, both in a naive sense and with the experimental Universe type system. Both problems in the semantics and checking, as well as some recent work will be presented. Note that some of the recent work on frame axioms in JML, especially extensions with the Universe type system, is joint work with Peter Müller (of ETH Zürich) and Arnd Poetzsch-Heffter of (U. Kaiserslautern). At Iowa State, the development of JML was partially funded by the (US) National Science Foundation under grants CCR-9503168, CCR-9803843, CCR-0097907, and CCR-0113181.
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