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An Isabelle/HOL-based model of stratego-like traversal strategies

Markus Kaiser, Ralf Lämmel

Open publisher page 8 citations

Abstract

Traversal strategies are at the heart of transformational programming with rewriting-based frameworks such as Stratego/XT or Tom and specific approaches for generic functional programming such as Strafunski or "Scrap your boilerplate". Such traversal strategies are distinctively based on one-layer traversal primitives from which traversal schemes are derived by recursive closure. We describe a mechanized, formal model of such strategies. The model covers two different semantics of strategies, strategic programming laws, termination conditions for strategy combinators as well as properties related to the success/failure behavior of strategies. The model has been mechanized in Isabelle/HOL.

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What this paper is about

Traversal strategies are at the heart of transformational programming with rewriting-based frameworks such as Stratego/XT or Tom and specific approaches for generic functional programming such as Strafunski or "Scrap your boilerplate". Such traversal strategies are distinctively based on one-layer traversal primitives from which traversal schemes are derived by recursive closure. We describe a mechanized, formal model of such strategies. The model covers two different semantics of strategies, strategic programming laws, termination conditions for strategy combinators as well as properties related to the success/failure behavior of strategies. The model has been mechanized in Isabelle/HOL.

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OpenAlex reports 8 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Traversal strategies are at the heart of transformational programming with rewriting-based frameworks such as Stratego/XT or Tom and specific approaches for generic functional programming such as Strafunski or "Scrap your boilerplate". Such traversal strategies are distinctively based on one-layer traversal primitives from which traversal schemes are derived by recursive closure. We describe a mechanized, formal model of such strategies. The model covers two different semantics of strategies, strategic programming laws, termination conditions for strategy combinators as well as properties related to the success/failure behavior of strategies. The model has been mechanized in Isabelle/HOL.

Key concepts: Tree traversal, HOL, Computer science, Programming language, Rewriting, Semantics (computer science), Theoretical computer science

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