(Enter summary)
Abstract: ng helped me to correct both errors and lack of precision.
I also thank every person in the D
EMONS team from the LRI and the Coq
team (newly baptized LogiCal) from the INRIA Rocquencourt, in particular Christine
Paulin and Claude Marche who helped several times. These two teams are a
privileged research place in a pleasant atmosphere.
I also thank the referees of this thesis, Thierry Coquand and Herman Geuvers,
for their interest in my work and the remarks they made for improving it.... (Update)
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BibTeX entry: (Update)
F. Blanqui. Type Theory and Rewriting. PhD thesis, Univeriste Paris XI, Sept. 2001. http://citeseer.ist.psu.edu/blanqui01type.html More
@misc{ blanqui01type,
author = "F. Blanqui",
title = "Type Theory and Rewriting",
text = "F. Blanqui. Type Theory and Rewriting. PhD thesis, Univeriste Paris XI,
Sept. 2001.",
year = "2001",
url = "citeseer.ist.psu.edu/blanqui01type.html" }
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Theoretical Computer Science (context) - Blanqui, Jouannaud et al. - 2002
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Theoretical Computer Science (context) - Jouannaud, Okada et al. - 1997
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Automatic proofs by induction in theories without constructo.. (context) - Jouannaud, Kounalis - 1989
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The Higher-Order Recursive Path Ordering
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Hierarchical termination
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Verifying process algebra proofs in type theory
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De nitions by rewriting in the Calculus of Constructions (context) - Blanqui - 2001
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Inductively de ned types (context) - Coquand, Paulin-Mohring - 1988
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Adding algebraic rewriting to the Calculus of Constructions .. (context) - Barbanera - 1990
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Termination and con uence of higher-order rewrite systems (context) - Blanqui - 2000
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Termination of rewriting in the Calculus of Constructions
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Con uence for Abstract and Higher-Order Rewriting (context) - van Oostrom - 1994
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Paper presented at the Int (context) - Coquand, Huet et al. - 1984
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