Abstract
Pushdown models are better than control-flow graphs for higher-order flow analysis. They faithfully model the call/return structure of a program, which results in fewer spurious flows and increased precision. However, pushdown models require that calls and returns in the analyzed program nest properly. As a result, they cannot be used to analyze language constructs that break call/return nesting such as generators, coroutines, call/cc, etc . In this paper, we extend the CFA2 flow analysis to create the first pushdown flow analysis for languages with first-class control. We modify the abstract semantics of CFA2 to allow continuations to escape to, and be restored from, the heap. We then present a summarization algorithm that handles escaping continuations via a new kind of summary edge. We prove that the algorithm is sound with respect to the abstract semantics.
Published Version
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