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Open Knowledge
XHTML 1.0 W3C Rec
CSS 2.1 W3C CanRec
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Travelled to:
1 × Denmark
1 × Japan
1 × Portugal
2 × The Netherlands
3 × Italy
4 × France
Collaborated with:
S.Limet J.Chabin Y.Boichut H.Seidl J.Amavi B.Lecland J.Vuotto V.Gouranton M.H.F.Alves C.Kirchner H.Kirchner P.Lescanne
Talks about:
synchron (4) rewrit (4) tree (4) languag (3) narrow (3) applic (3) weak (3) new (3) approxim (2) regular (2)

Person: Pierre Réty

DBLP DBLP: R=eacute=ty:Pierre

Contributed to:

LATA 20152015
RTA 20132013
CIAA 20122012
CIAA 20112011
RTA 20022002
FoSSaCS 20012001
RTA 20012001
RTA 19991999
RTA 19981998
RTA 19911991
RTA 19871987
RTA 19851985

Wrote 14 papers:

LATA-2015-BoichutCR #approximate #precise #towards
Towards More Precise Rewriting Approximations (YB, JC, PR), pp. 652–663.
RTA-2013-BoichutCR #approximate
Over-approximating Descendants by Synchronized Tree Languages (YB, JC, PR), pp. 128–142.
CIAA-2012-AmaviCR #recursion #xml
Weak Inclusion for Recursive XML Types (JA, JC, PR), pp. 78–89.
CIAA-2011-AmaviCAR #xml
Weak Inclusion for XML Types (JA, JC, MHFA, PR), pp. 30–41.
RTA-2002-LeclandR #implementation #named
TTSLI: An Implementation of Tree-Tuple Synchronized Languages (BL, PR), pp. 376–379.
RTA-2002-RetyV #set
Regular Sets of Descendants by Some Rewrite Strategies (PR, JV), pp. 129–143.
Synchronized Tree Languages Revisited and New Applications (VG, PR, HS), pp. 214–229.
Weakly Regular Relations and Applications (SL, PR, HS), pp. 185–200.
RTA-1999-LimetR #decidability
A New Result about the Decidability of the Existential One-Step Rewriting Theory (SL, PR), pp. 118–132.
RTA-1998-LimetR #equation #term rewriting
Solving Disequations Modulo Some Class of Rewrite Systems (SL, PR), pp. 121–135.
RTA-1991-ChabinR #graph
Narrowing Directed by a Graph of Terms (JC, PR), pp. 112–123.
Improving Basic Narrowing Techniques (PR), pp. 228–241.
RTA-1985-RetyKKL #algorithm #logic programming #named #unification
NARROWER: A New Algorithm for Unification and Its Application to Logic Programming (PR, CK, HK, PL), pp. 141–157.
TAPSOFT-1997-LimetR #tuple
E-Unification by Means of Tree Tuple Synchronized Grammars (SL, PR), pp. 429–440.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.