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Abstract
Flow-driven higher-order inlining is blocked by free variables, yet current theories of environment analysis cannot reliably cope with multiply-bound variables. One of these, Δ CFA , is a promising theory based on stack change but is undermined by its finite-state model of the stack. We present Pushdown Δ CFA which takes a Δ CFA -approach to pushdown models of control flow and can cope with multiply-bound variables, even in the face of recursion.
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