cime.lri.fr

The CiME Rewrite tool

CiME is a jemstic. Scientific project at LRI. Supported by the STIC. Department of the CNRS. Inside this project is developed a computer toolbox called CiME2. CiME2 is not developed anymore, its successor CiME 3 is developed by ANR project A3PAT and available there. The CiME 1.x system. The CiME 2.0 system. The CiME 3 system. The CiME 1.x system. This version is no longer being maintained. Since version 2 does not cover yet all features of the version 1, the old distribution is still available here.

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The CiME Rewrite tool | cime.lri.fr Reviews

<META> DESCRIPTION

CiME is a jemstic. Scientific project at LRI. Supported by the STIC. Department of the CNRS. Inside this project is developed a computer toolbox called CiME2. CiME2 is not developed anymore, its successor CiME 3 is developed by ANR project A3PAT and available there. The CiME 1.x system. The CiME 2.0 system. The CiME 3 system. The CiME 1.x system. This version is no longer being maintained. Since version 2 does not cover yet all features of the version 1, the old distribution is still available here.

<META> KEYWORDS

1 rewriting

2 termination

3 completion

4 diophantine

5 associativity

6 commutativity

7 dependency

8 pairs

9 polynomial

10 interpretation

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The CiME Rewrite tool | cime.lri.fr Reviews

https://cime.lri.fr

CiME is a jemstic. Scientific project at LRI. Supported by the STIC. Department of the CNRS. Inside this project is developed a computer toolbox called CiME2. CiME2 is not developed anymore, its successor CiME 3 is developed by ANR project A3PAT and available there. The CiME 1.x system. The CiME 2.0 system. The CiME 3 system. The CiME 1.x system. This version is no longer being maintained. Since version 2 does not cover yet all features of the version 1, the old distribution is still available here.

INTERNAL PAGES

cime.lri.fr

1

Description JemSTIC - C

http://cime.lri.fr/jemstic.html

Description du projet scientifique. Nous travaillons en collaboration avec quelques chercheurs (citons en particulier Enno Ohlebusch de l'Université de Bielefeld, Thomas Arts de la société Ericsson, Albert Rubio de l'Université de Barcelone) qui souhaitent utiliser notre boîte à outils, et qui jouent pour nous le rôle important d'utilisateurs testeurs. C'est pourquoi une version préliminaire de C. 2 est d'ores et déjà disponible par le World Wide Web, à http:/ cime.lri.fr/. Familles de systèmes de récrit...

2

Description of CiME, E-normalised completion

http://cime.lri.fr/cime-v1.html

ME : Completion Modulo E. Completion algorithms are used for computing canonical rewrite systems for equational specifications. Completion modulo a theory. Allows to build-in some theories. But until now the only case seeming useful is when. Is the associativity and commutativity of some operators. One problem arising when using such a technique with other. Such ACU (AC unit), ACI (AC idempotency), groups theory, etc. is that rewriting on. ME is developed in our research team DÉMONS. The HCM Network SOL.

3

CiME 2 and CASC 18

http://cime.lri.fr/casc.html

CiME 2 and CASC 18. E Contejean, B. Monate. LRI, Universite Paris-Sud, France. Is intended to be a toolkit, which contains nowadays the following features:. An interactive toplevel to allow naming of objects and call to various functions. Solving Diophantine constraints over finite intervals. String Rewriting Systems, KB completion. Parameterized String Rewriting Systems confluence checking. Term Rewriting Systems, possibly with commutative or associative-commutative symbols, KB or ordered completion.

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bibiserv.techfak.uni-bielefeld.de

BiBiServ2 - TALP

http://bibiserv.techfak.uni-bielefeld.de/talp

Logged in as anonymous / My BiBiServ. Authors: E. Ohlebusch, C. Claves. The BiBiServ team discontinued the online service for TALP. TALP doesn't run on our current server environment anymore due to a new hardware architecture / OS upgrade. For proving termination of the generated TRS. It has been shown that the two-stage transformation obtained by combining the transformations of Ganzinger and Waldmann [GAN:WAL:1993]. Into deterministic conditional TRSs with a further transformation into TRSs (first desc...

toccata.lri.fr

Toccata

http://toccata.lri.fr/tools.en.html

Formally Verified Programs, Certified Tools and Numerical Computations. Proof of Numerical Programs. Formalization and Certification of Languages, Tools and Systems. Gallery of verified programs. Is a tool that allows to verify the full functional correctness of OCaml programs. Proofs are conducted interactively, within the Coq proof assistant. CFML, which is based on the technique of "characteristic formulae", has been used to verify a collection of data structures and algorithms. A Coq library for reas...

protheo.loria.fr

Protheo::events_past

http://protheo.loria.fr/events_past_en.html

The PROTHEO Project Home Page. Presentation and activity reports. First release of Rainbow. A tool for automatically certifying termination proofs! Abonnez-vous à la lettre d'information prix-specif. Pour être informé des appels à candidature et résultats du prix de thèse SPECIF. New release of CoLoR. With Adam Koprowski's formalization of simply typed lambda-calculus and higher-order recursive path ordering (HORPO). Release of TOM 2.3. Matching, rewriting and invariants, etc. Release of TOM 2.2. Seminar...

toccata.lri.fr

Automated Reasoning

http://toccata.lri.fr/demauto.en.html

Formally Verified Programs, Certified Tools and Numerical Computations. Proof of Numerical Programs. Formalization and Certification of Languages, Tools and Systems. Gallery of verified programs. Historically, automated reasoning is divided into two main streams, the first one is based on resolution, rewriting and unification techniques, and the second one on the combination of decision procedures. For twenty years, our team has been working on rewriting and has developed the rewriting tool box CiME.

quotient.loria.fr

ARC Quotient - Liens utiles

http://quotient.loria.fr/liens.html

ARC Quotient - Liens utiles. Last updated on 11 March 2009. Come back to main page.

quotient.loria.fr

ARC Quotient - Présentation

http://quotient.loria.fr/present.html

ARC QUOTIENT: Utilisation certifiée de types concrets non-libres. QUOTIENT est une Action de Recherche Collaborative. ARC) de l' INRIA. Le moyen de parler de la structure libre sous-jacente,. Le moyen de décrire son invariant par une combinaison de mots-clés (associativité, idempotence, commutativité, etc.),. Des fonctions de construction de ses données garantissant le respect de l'invariant,. Activités scientifiques envisagées. Notre projet a pour but d'étudier et de développer des outils ...Dans le mil...

a3pat.ensiie.fr

Projet A3PAT -- Introduction

http://a3pat.ensiie.fr/a3pat_intro.fr.html

Take nothing on its looks; take everything on evidence. There's no better rule. Jaggers) C. Dickens. Les assistants de preuve sceptiques comme Coq. Bénéficient d'un noyau de vérification très sûr. Pour Coq. Par exemple, le typage d'un. Permet de vérifier qu'une preuve est correcte. Les environnements de programmation certifiée qui les utilisent comme fondation trouvent ainsi une garantie de correction du code produit. L'automatisation est difficile à obtenir dans ce cadre : il. Délégation de la preuve.

proval.lri.fr

ProVal

http://proval.lri.fr/tools.en.html

Gallery of verified programs. The ProVal team was stopped at the end of August 2012, and reborn into a new team Toccata. These pages do not evolve anymore, please follow the link above for up-to-date informations about our team. A multi-input multi-prover verification platform. The former version of Why (includes Krakatoa and the Jessie plug-in of Frama-C. Environment for Static Analysis of C source, developed in collaboration with CEA-List and now mainly maintained by CEA. Floats for Coq) is a formaliza...

proval.lri.fr

Automated Deduction

http://proval.lri.fr/demauto.en.html

Gallery of verified programs. The ProVal team was stopped at the end of August 2012, and reborn into a new team Toccata. These pages do not evolve anymore, please follow the link above for up-to-date informations about our team. As well as its Coq certification library Coccinelle. More recently, we have been interested in the second approach, and we started the development of the SMT prover Alt-Ergo. One of our current goals is to integrate rewriting techniques at the very heart of Alt-Ergo. We work on h...

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cime.lri.fr

The CiME Rewrite tool

CiME is a jemstic. Scientific project at LRI. Supported by the STIC. Department of the CNRS. Inside this project is developed a computer toolbox called CiME2. CiME2 is not developed anymore, its successor CiME 3 is developed by ANR project A3PAT and available there. The CiME 1.x system. The CiME 2.0 system. The CiME 3 system. The CiME 1.x system. This version is no longer being maintained. Since version 2 does not cover yet all features of the version 1, the old distribution is still available here.

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