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Formal Analysis of STM Design with SAL Infinite Bounded Model Checker

机译:SAL无限界限模型检查STM设计的正式分析

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State Transition Matrix (STM) is a flexible table-like modeling language that has been frequently used for specifying behavior of distributed systems. In this paper, we first present a formalization of the static and dynamic aspects of a STM design (i.e., design written in STM). Consequentially, based on this formalization, we investigate how a STM design can be formally analyzed using SAL, precisely SAL infinite bounded model checker, through a language translation. Specifically, the formal analysis is conducted focusing on four kinds of safety properties related to: (1) Invalid Cells, (2) Static Constraints, (3) Dynamic Constraints, and (4) Deadlock, respectively, since the fulfillment of these properties is commonly desired by industrial practitioners for a STM design. A simple Internet Connection Control system is used as our demonstration example.
机译:状态转换矩阵(STM)是一种灵活的表格建模语言,经常用于指定分布式系统的行为。在本文中,我们首先介绍了STM设计的静态和动态方面的形式化(即用STM编写的设计)。因此,根据这种形式化,我们调查如何通过语言翻译使用SAL,精确的SAL无限界限模型检查器正式分析STM设计。具体而言,正式分析专注于与以下内容有关的四种安全性质,(1)无效的单元格,(2)静态约束,(3)动态约束,(4)死锁,因为这些属性的实现是通常是由工业从业者进行STM设计的。简单的Internet连接控制系统用作我们的演示示例。

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