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An invariant-based approach to the verification of asynchronous parameterized networks

机译:基于不变式的异步参数网络验证方法

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A uniform verification problem for parameterized systems is to determine whether a temporal property is satisfied for every instance of the system which is composed of an arbitrary number of homogeneous processes. To cope with this problem we combine an induction-based technique for invariant generation and conventional model checking of finite state systems. At the first stage of verification we try to select automatically an appropriate invariant system. At the second stage, as soon as an invariant of the parameterized system is obtained, we verify it by means of a conventional model checking tool for temporal logics. An invariant system is one that is greater (with respect to some preorder relation) than any instance of the parameterized system. Therefore, the preorder relation involved in the invariant rule is of considerable importance. For this purpose we introduce a new type of simulation preorder -quasi-block simulation. We show that quasi-block simulation preserves the satisfiability of formulae from ACTL~*-X and that asynchronous composition of processes is monotonic w.r.t. quasi-block simulation. This suggests the use of quasi-block simulation in the induction-based verification techniques for asynchronous networks. To demonstrate the feasibility of quasi-block simulation we implemented this technique and applied it to the verification of the Resource Reservation Protocol (RSVP).
机译:参数化系统的统一验证问题是确定对于由任意数量的均质过程组成的系统的每个实例是否满足时间属性。为了解决这个问题,我们结合了基于感应的不变式生成技术和有限状态系统的常规模型检查。在验证的第一阶段,我们尝试自动选择适当的不变系统。在第二阶段,一旦获得了参数化系统的不变性,我们将通过常规的时间逻辑模型检查工具对其进行验证。不变系统是比参数化系统的任何实例都大的(相对于某些预关系)。因此,不变规则中涉及的前置关系非常重要。为此,我们介绍了一种新型的模拟预指令-准块模拟。我们表明,准块模拟保留了ACTL〜* -X中公式的可满足性,并且过程的异步组成是单调的。准块模拟。这建议在异步网络的基于归纳的验证技术中使用准块模拟。为了证明准块仿真的可行性,我们实施了该技术并将其应用于资源预留协议(RSVP)的验证。

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