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Index « Auteurs » - entrée « Hubert Comon »
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Hubert Cecotti < Hubert Comon < Hubert Comon-Lundh  Facettes :

List of bibliographic references indexed by Hubert Comon

Number of relevant bibliographic references: 16.
Ident.Authors (with country if any)Title
007366 (2003) Hubert Comon ; Paliath Narendran ; Robert Nieuwenhuis ; Michael RusinowitchDeciding the Confluence of Ordered Term Rewrite Systems
009366 (2001) Hubert Comon [France] ; Claude Kirchner [France]Constraint Solving on Terms
009E33 (2000) Hubert Comon [France]Sequentiality, Monadic Second-Order Logic and Tree Automata
009E81 (2000) Hubert Comon [France] ; Robert Nieuwenhuis [Espagne]Induction=I-Axiomatization+First-Order Consistency
00A482 (1999) Claude Kirchner [France] ; Hubert Comon ; Mehmet Dincbas ; Jean-Pierre JouannaudA Methodological View of Constraint Solving
00A586 (1999) Claude Kirchner ; Hubert Comon ; Mehmet Dincbas ; Jean-Pierre JouannaudA Methodological View of Constraint Solving
00A814 (1999) Hubert Comon ; Florent JacquemardGround Reducibility is EXPTIME-complete
00AA59 (1999) Hubert Comon [France] ; Mehmet Dincbas [France] ; Jean-Pierre Jouannaud [France] ; Claude Kirchner [France]A Methodological View of Constraint Solving
00AC96 (1999) Hubert Comon ; Florent Jacquemard [France]Ground Reducibility is EXPTIME-complete
00B196 (1998) Hubert Comon ; Paliath Narendran ; Robert Nieuwenhuis ; Michael RusinowitchDecision problems in ordered rewriting
00B668 (1998) Hubert Comon [France] ; Paliath Narendran ; Robert Nieuwenhuis ; Michaël RusinowitchDecision problems in ordered rewriting
00BA89 (1997) Hubert Comon ; Paliath Narendran ; Michael RusinowitchDecision Problems in Ordered Rewriting
00D687 (1992) Hubert Comon [France]Completion of rewrite systems with membership constraints
00DE41 (1990) Hubert Comon [France]Equational formulas in order-sorted algebras
00E374 (1988) Hubert Comon [France]An effective method for handling initial algebras
00E824 (1986) Hubert Comon [France]Sufficient completeness, term rewriting systems and ”anti-unification”

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