Quantitative Inhabitation for Different Lambda Calculi in a Unifying Framework

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Quantitative Inhabitation for Different Lambda Calculi in a Unifying Framework

Arrial, Victor; Guerrieri, Giulio; Kesner, Delia

Proceedings of ACM on programming languages, 01/2023, Volume: 7, Issue: POPL

Journal Article

We solve the inhabitation problem for a language called λ!, a subsuming paradigm (inspired by call-by-push-value) being able to encode, among others, call-by-name and call-by-value strategies of functional programming. The type specification uses a non-idempotent intersection type system, which is able to capture quantitative properties about the dynamics of programs. As an application, we show how our general methodology can be used to derive inhabitation algorithms for different lambda-calculi that are encodable into λ!.

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Arrial, Victor | Guerrieri, Giulio | Kesner, Delia

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