2020
DOI: 10.1007/978-3-030-64276-1_4
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CiMPG+F: A Proof Generator and Fixer-Upper for CafeOBJ Specifications

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Cited by 5 publications
(5 citation statements)
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“…From a CafeOBJ specification and an invariant property, while CiMPG requires the complete proof score of the property to generate the corresponding proof script, CiMPG+F ( Riesco & Ogata, 2020 ) (CafeInMaude Proof Generator & Fixer-upper), which is another tool implemented on top of CafeInMaude, can infer proof scripts even some proof fragments in the input proof scores are missing. Precisely, CiMPG+F can (i) generate complete proof scripts from scratch and (ii) fix incomplete proof scores.…”
Section: Related Workmentioning
confidence: 99%
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“…From a CafeOBJ specification and an invariant property, while CiMPG requires the complete proof score of the property to generate the corresponding proof script, CiMPG+F ( Riesco & Ogata, 2020 ) (CafeInMaude Proof Generator & Fixer-upper), which is another tool implemented on top of CafeInMaude, can infer proof scripts even some proof fragments in the input proof scores are missing. Precisely, CiMPG+F can (i) generate complete proof scripts from scratch and (ii) fix incomplete proof scores.…”
Section: Related Workmentioning
confidence: 99%
“…Thus, we can say that CiMPG+F handles the mechanical work while leaving human users to resolve the creative tasks. The article ( Riesco & Ogata, 2020 ) has reported experiments with several protocols, such as NSLPK ( Lowe, 1995 ), showing that CiMPG+F can completely generate proof scripts for all case studies. TLS case study, whose formal specification is more complicated than all case studies used in the article, has not been tackled.…”
Section: Related Workmentioning
confidence: 99%
“…The proof scores for the verification conditions of invariant properties (Fact 15 (INV1) (INV2)) on OTS specifications are well studied from the early age of CafeOBJ [26]. Quite a few significant cases are developed as basic proof scores [9][10][11], and fairly non-trivial automatic proofs with CITP ( [23,27]) are achieved [28,29].…”
Section: Observational Transition Systems (Ots)mentioning
confidence: 99%
“…This kind of fully automated theorem provers can be used to discharge a sub-goal in a PTcalc proof tree. [27,29] reported a system CiMPA/CiMPG that fully automated some proof scores for OTS's invariant properties. CiMPA/CiMPG plus SAT/SMT have a potential to automate the PTcalc+WFI proof scores in a significant way.…”
Section: Qlock/tsp: System Specification Of Qlock In Tspmentioning
confidence: 99%
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