@TechReport{ genet:hal-00921814,
Author = "Genet, Thomas",
Abstract = "{This paper presents the first step of a wider research effort to apply tree automata completion to the static analysis of functional programs. Tree Automata Completion is a family of techniques for computing or approximating the set of terms reachable by a rewriting relation. The completion algorithm we focus on is parameterized by a set $E$ of equations controlling the precision of the approximation and influencing its termination. For completion to be used as a static analysis, the first step is to guarantee its termination. In this work, we thus give a sufficient condition on $E$ and $\TF$ for completion algorithm to always terminate. In the particular setting of functional programs, this condition can be relaxed into a condition on $E$ and $\TC$ (terms built on the set of constructors) that is closer to what is done in the field of static analysis, where abstractions are performed on data.}",
affiliation = "CELTIQUE - INRIA - IRISA",
date-added = "2014-05-02 06:40:04 +0000",
date-modified = "2014-05-02 06:40:04 +0000",
hal_id = "hal-00921814",
Language = "Anglais",
Month = "December",
Pages = "15",
PDF = "http://hal.inria.fr/hal-00921814/PDF/main.pdf",
Title = "{Towards Static Analysis of Functional Programs using Tree Automata Completion}",
Type = "Rapport de recherche",
URL = "http://hal.inria.fr/hal-00921814",
Year = "2013",
bdsk-url-1 = "http://hal.inria.fr/hal-00921814",
bdsk-url-2 = "http://users.dsic.upv.es/workshops/wrla2014/",
File = "Towards Static Analysis of Functional Programs using Tree Automata Completion - Genet (1) (0) - a - a - u.pdf",
file-2 = "Towards Static Analysis of Functional Programs using Tree Automata Completion - Genet (2) (0) - a - a - u.pdf",
file-3 = "Towards Static Analysis of Functional Programs using Tree Automata Completion - Genet (3) (0) - a - a - u.pdf",
file-4 = "Towards Static Analysis of Functional Programs using Tree Automata Completion - Genet (0) (0) - a - a - u.pdf"
}
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