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Abstract: The paper describes the implementation of interactive ML-style modules in the recent version 7.4 of Coq proof assistant. Modules (especially higherorder) provide a very convenient tool for parametrized theories which was lacking in Coq for years. Their interactive character extends naturally the interactive environment provided by the proof assistant. The implementation follows the paradigm of recent versions of Coq to separate the correctnesscritical code from the rest of the system,... (Update)
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BibTeX entry: (Update)
@misc{ institute-implementing,
author = "Jacek Chrzszcz Institute",
title = "Implementing Modules in the Coq System",
url = "citeseer.ist.psu.edu/600924.html" }
Citations (may not include all citations):215 A type-theoretic approach to higher-order modules with shari.. - Harper, Lillibridge
128 and separate compilation (context) - Leroy, modules
113 Computer Science Laboratory (context) - Owre, Shankar et al. - 1997
10 Essential concepts of algebraic speci cation and program dev.. (context) - Sannella, Tarlecki - 1997
8 A Module Calculus for Pure Type Systems - Courant - 1997
6 Krakatoa tool JMLJava program certi cation (context) - March, Mohring et al. - 2003
3 ned types (context) - Coquand, Paulin-Mohring - 1990
3 An extensible module algebra for Maude (context) - Durn, Meseguer - 1998
2 Modular reasoning in isabelle (context) - Kammller - 2000
2 Modules in type theory with generative de nitions (context) - Chrzszcz - 2003
1 Design of a proof assistant: Coq version (context) - Fillitre - 2000
1 Un calcul de modules pour les systmes de types purs (context) - Courant - 1998
http://coq.inria.fr/
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