Add to ORKGInternational audienceCoq is a tool allowing to certify proofs. This paper describes a Coq library for certifying termination proofs
We present the rewriting toolkit CiME3. Amongst other original features, this version enjoys two kin...
Higher-order rewriting is a framework in which one can write higher-order programs and study their p...
We develop a Coq formalization of the matrix interpretation method, which is a recently developed, p...
International audienceCoq is a tool allowing to certify proofs. This paper describes a Coq library f...
International audienceTermination is an important property of programs; notably required for program...
Coq is a tool allowing to certify proofs. This paper describes a Coq library for certifying terminat...
National audienceIn order to increase user confidence, many automated theorem provers provide certif...
Abstract. Coq is a tool allowing to certify proofs. This paper describes a Coq library for certifyin...
Since the first termination competition1 in 2004 it is of great interest, whether a proof—that has b...
International audienceSoftware engineering, automated reasoning, rule-based programming or specifica...
National audienceNowadays, formal methods rely on tools of different kinds: proof assistants with wh...
We present the rewriting toolkit CiME3. Amongst other original features, this version enjoys two kin...
Higher-order rewriting is a framework in which one can write higher-order programs and study their p...
We develop a Coq formalization of the matrix interpretation method, which is a recently developed, p...
International audienceCoq is a tool allowing to certify proofs. This paper describes a Coq library f...
International audienceTermination is an important property of programs; notably required for program...
Coq is a tool allowing to certify proofs. This paper describes a Coq library for certifying terminat...
National audienceIn order to increase user confidence, many automated theorem provers provide certif...
Abstract. Coq is a tool allowing to certify proofs. This paper describes a Coq library for certifyin...
Since the first termination competition1 in 2004 it is of great interest, whether a proof—that has b...
International audienceSoftware engineering, automated reasoning, rule-based programming or specifica...
National audienceNowadays, formal methods rely on tools of different kinds: proof assistants with wh...
We present the rewriting toolkit CiME3. Amongst other original features, this version enjoys two kin...
Higher-order rewriting is a framework in which one can write higher-order programs and study their p...
We develop a Coq formalization of the matrix interpretation method, which is a recently developed, p...