Views: compositional reasoning for concurrent programs

Thomas Dinsdale-Young, L. Birkedal, Philippa Gardner, Matthew J. Parkinson, Hongseok Yang
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引用次数: 184

Abstract

Compositional abstractions underly many reasoning principles for concurrent programs: the concurrent environment is abstracted in order to reason about a thread in isolation; and these abstractions are composed to reason about a program consisting of many threads. For instance, separation logic uses formulae that describe part of the state, abstracting the rest; when two threads use disjoint state, their specifications can be composed with the separating conjunction. Type systems abstract the state to the types of variables; threads may be composed when they agree on the types of shared variables. In this paper, we present the "Concurrent Views Framework", a metatheory of concurrent reasoning principles. The theory is parameterised by an abstraction of state with a notion of composition, which we call views. The metatheory is remarkably simple, but highly applicable: the rely-guarantee method, concurrent separation logic, concurrent abstract predicates, type systems for recursive references and for unique pointers, and even an adaptation of the Owicki-Gries method can all be seen as instances of the Concurrent Views Framework. Moreover, our metatheory proves each of these systems is sound without requiring induction on the operational semantics.
视图:并发程序的组合推理
组合抽象是并发程序的许多推理原则的基础:并发环境被抽象,以便对线程进行孤立的推理;这些抽象是用来解释由多个线程组成的程序的。例如,分离逻辑使用描述部分状态的公式,抽象其余部分;当两个线程使用不连接状态时,它们的规范可以用分离连接组成。类型系统将状态抽象为变量的类型;当线程对共享变量的类型达成一致时,就可以组成线程。本文提出了并发推理原理的元理论“并发视图框架”。这个理论是通过一个抽象的状态来参数化的,这个抽象的状态有一个组合的概念,我们称之为视图。元理论非常简单,但非常适用:依赖保证方法、并发分离逻辑、并发抽象谓词、递归引用和唯一指针的类型系统,甚至是对Owicki-Gries方法的改编,都可以看作是并发视图框架的实例。此外,我们的元理论证明了这些系统中的每一个都是健全的,而不需要对操作语义进行归纳。
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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