Summarizing procedures in concurrent programs

Shaz Qadeer, Sriram K. Rajamani, Jakob Rehof

To appear at Principles of Programming Languages (POPL04), Venice, Italy, January 14-16, 2004


Abstract

The ability to summarize procedures is fundamental to building scalable interprocedural analyses. For sequential programs, procedure summarization is well-understood and used routinely in a variety of compiler optimizations and software defect-detection tools. However, the benefit of summarization is not available to multithreaded programs, for which a clear notion of summaries has so far remained unarticulated in the research literature. In this paper, we present an intuitive and novel notion of procedure summaries for multithreaded programs. We also present a model checking algorithm for these programs that uses procedure summarization as an essential component. Our algorithm can also be viewed as a precise interprocedural dataflow analysis for multithreaded programs. Our method for procedure summarization is based on the insight that in well-synchronized programs, any computation of a thread can be viewed as a sequence of transactions, each of which appears to execute atomically to other threads. We summarize within each transaction; the summary of a procedure comprises the summaries of all transactions within the procedure. We leverage the theory of reduction [Lipton75] to infer boundaries of these transactions. The procedure summaries computed by our algorithm allow reuse of analysis results across different call sites in a multithreaded program, a benefit that has hitherto been available only to sequential programs. Although our algorithm is not guaranteed to terminate on multithreaded programs that use recursion (reachability analysis for multithreaded programs with recursive procedures is undecidable [Ramalingam00]), there is a large class of programs for which our algorithm does terminate. We give a formal characterization of this class, which includes programs that use shared variables, synchronization, and recursion.


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