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tienne Payet

Publication record assembled from the DBLP archive of ranked conferences.

Papers indexed

18

Venues

9

Active years

1999–2025

Best venue rank

C

Where they publish

Papers

18 indexed papers, newest first.

YearVenueTitleAuthors
2025LOPSTRAutomated Certification of Logic Program Groundness Analysis.Thierry Marianne, Fred Mesnard, tienne Payet
2025LOPSTRRecurrent Pairs Revisited.tienne Payet
2024LPARAutomated Theorem Proving for Prolog Verification.Fred Mesnard, Thierry Marianne, tienne Payet
2020FLOPSAn SMT-Based Concolic Testing Tool for Logic Programs.Sophie Fortz, Fred Mesnard, tienne Payet, Gilles Perrouin, Wim Vanhoof, Germn Vidal
2018CADEChecking Array Bounds by Abstract Interpretation and Symbolic Expressions.tienne Payet, Fausto Spoto
2018LOPSTRGuided Unfoldings for Finding Loops in Standard Term Rewriting.tienne Payet
2017PPDPSelective unification in constraint logic programming.Fred Mesnard, tienne Payet, Germn Vidal
2016LOPSTROn the Completeness of Selective Unification in Concolic Testing of Logic Programs.Fred Mesnard, tienne Payet, Germn Vidal
2016PPDPTowards a framework for algorithm recognition in binary code.Frdric Mesnard, tienne Payet, Wim Vanhoof
2016SACTermination analysis of floating-point programs using parameterizable rational approximations.Fonenantsoa Maurica, Frdric Mesnard, tienne Payet
2016SASOn the Linear Ranking Problem for Simple Floating-Point Loops.Fonenantsoa Maurica, Frdric Mesnard, tienne Payet
2014PEPMAn operational semantics for android activities.tienne Payet, Fausto Spoto
2011CADEStatic Analysis of Android Programs.tienne Payet, Fausto Spoto
2007SASMagic-Sets Transformation for the Analysis of Java Bytecode.tienne Payet, Fausto Spoto
2006LOPSTRDetecting Non-termination of Term Rewriting Systems Using an Unfolding Operator.tienne Payet
2004SASNon-termination Inference for Constraint Logic Programs.tienne Payet, Frdric Mesnard
2002SASDetecting Optimal Termination Conditions of Logic Programs.Frdric Mesnard, tienne Payet, Ulrich Neumerkel
1999FCTSynchronized Product of Linear Bounded Machines.Teodor Knapik, tienne Payet