Modular Verification of Assembly Code with Stack-Based Control Abstractions
by Xinyu Feng, Zhong Shao, Alexander Vaynberg, Sen Xiang, Zhaozhong Ni
Published in Proc. 2006 ACM SIGPLAN Conference on Programming Language Design and Implementation (PLDI'06), Ottawa, Canada, pages 401-414, June 2006. ©2006 ACM.
Abstract
Runtime stacks are critical components of any modern software---they are used to implement powerful control structures such as function call/return, stack cutting and unwinding, coroutines, and thread context switch. Stack operations, however, are very hard to reason about: there are no known formal specifications for certifying C-style setjmp/longjmp, stack cutting and unwinding, or weak continuations (in C--). In many proof-carrying code (PCC) systems, return code pointers and exception handlers are treated as general first-class functions (as in continuation-passing style) even though both should have more limited scopes.
In this paper we show that stack-based control abstractions follow a much simpler pattern than general first-class code pointers. We present a simple but flexible Hoare-style framework for modular verification of assembly code with all kinds of stack-based control abstractions, including function call/return, tail call, setjmp/longjmp, weak continuation, stack cutting, stack unwinding, multi-return function call, coroutines, and thread context switch. Instead of presenting a specific logic for each control structure, we develop all reasoning systems as instances of a generic framework. This allows program modules and their proofs developed in different PCC systems to be linked together. Our system is fully mechanized. We give the complete soundness proof and a full verification of several examples in the Coq proof assistant.
Of interest to those interested in verification, and the formal theory of stacks. Anyone else interested in seeing a new category created for assembly and intermediate languages?
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