2014•Unpublished venueRequires access

Exact Intersection Type Abstractions for Safety Checking of Recursion Schemes

Steven Ramsay

Open publisher page 2 citations

Abstract

Higher-order recursion schemes are a class of higher-order programs built from a collection of first-order constants using higher-order functions and general recursion. Since the trees that they define have many decidable properties, they have become widely studied in the context of the verification through higher-order model checking.

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What this paper is about

Higher-order recursion schemes are a class of higher-order programs built from a collection of first-order constants using higher-order functions and general recursion. Since the trees that they define have many decidable properties, they have become widely studied in the context of the verification through higher-order model checking.

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Available abstract

Higher-order recursion schemes are a class of higher-order programs built from a collection of first-order constants using higher-order functions and general recursion. Since the trees that they define have many decidable properties, they have become widely studied in the context of the verification through higher-order model checking.

Key concepts: Recursion (computer science), Decidability, Intersection (aeronautics), Computer science, Class (philosophy), Context (archaeology), Theoretical computer science, Type (biology)

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