Static and Dynamic Verification of OCaml Programs: The Gospel Ecosystem (Extended Version)

Fuente: arXiv
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Autori principali: Soares, Tiago Lopes, Chirica, Ion, Pereira, Mário
Natura: Preprint
Pubblicazione: 2024
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author Soares, Tiago Lopes
Chirica, Ion
Pereira, Mário
author_facet Soares, Tiago Lopes
Chirica, Ion
Pereira, Mário
contents We present our work on the collaborative use of dynamic and static analysis tools for the verification of software written in the OCaml language. We build upon Gospel, a specification language for OCaml that can be used both in dynamic and static analyses. We employ Ortac, for runtime assertion checking, and Cameleer and CFML for the deductive verification of OCaml code. We report on the use of such tools to build a case study of collaborative analysis of a non-trivial OCaml program. This shows how these tools nicely complement each others, while at the same highlights the differences when writing specification targeting dynamic or static analysis methods.
format Preprint
id arxiv_https___arxiv_org_abs_2407_17289
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle Static and Dynamic Verification of OCaml Programs: The Gospel Ecosystem (Extended Version)
Soares, Tiago Lopes
Chirica, Ion
Pereira, Mário
Logic in Computer Science
We present our work on the collaborative use of dynamic and static analysis tools for the verification of software written in the OCaml language. We build upon Gospel, a specification language for OCaml that can be used both in dynamic and static analyses. We employ Ortac, for runtime assertion checking, and Cameleer and CFML for the deductive verification of OCaml code. We report on the use of such tools to build a case study of collaborative analysis of a non-trivial OCaml program. This shows how these tools nicely complement each others, while at the same highlights the differences when writing specification targeting dynamic or static analysis methods.
title Static and Dynamic Verification of OCaml Programs: The Gospel Ecosystem (Extended Version)
topic Logic in Computer Science
url https://arxiv.org/abs/2407.17289