reviewed critical parts
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- introction: ITP explained - revised related work - revised conclusion
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@ -254,10 +254,10 @@ for advanced queries of elements inside an integrated source, and invariants
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allow for formal proofs over the relations/translations of ontologies and ontology-instances.
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The latter question raised scientific interest under the label ``ontology mapping'' for
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which we therefore present a formal solution. To sum up, we completed \<^dof> to
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a fairly rich, ITP-oriented ontology language, which is a concrete proposal for formal
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development projects targeting a certification, for technical documentation or books
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with a high amount of machine-checked formal content or for mathematical libraries
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such as the AFP.\<close>
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a fairly rich ontology language oriented to interactive theorem proving (ITP) systems,
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which is a concrete proposal for formal development projects targeting a certification,
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for technical documentation, for books with a high amount of machine-checked formal content
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or for mathematical libraries such as the AFP.\<close>
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(*<*)
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declare_reference*[casestudy::text_section]
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@ -1160,16 +1160,16 @@ that allows users to introduce their own category concepts.
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Both suffer from the lack of deeper meta-data modeling, and the latter is still at the beginning
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(ScienceWISE marks the Mathematics part as ``under construction'').
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Regarding using formal methods to formalise standards, Event-B method was used by
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Fotso et al. @{cite "FotsoFLM18"} to propose a specification of the hybrid ERTMS/ETCS level 3 standard,
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in which requirements are specified using SysML/KAOS goal diagrams that are translated into
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Event-B, and domain-specific properties are specified by ontologies.
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Regarding the use of formal methods to formalise standards, the Event-B method was proposed by
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Fotso et al. @{cite "FotsoFLM18"} for specifications of the hybrid ERTMS/ETCS level 3 standard,
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in which requirements are specified using SysML/KAOS goal diagrams. The latter were translated into
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Event-B, where domain-specific properties were specified by ontologies.
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In another case, Mendil et al. @{cite "MendilASMP21"} propose an Event-B framework for formalising standard
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conformance through formal modelling of standards as ontologies.
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The proposed approach was exemplified on ARINC 661 standard and weather radar system application.
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The proposed approach was exemplified on ARINC 661 standard im the ntext of a weather radar system application.
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These works are essentially interested in expressing ontological concepts in a formal method
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but do not explicitly deal with the formalisation of rules/invariants defined in ontologies
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and are not interested in the question of mapping ontologies.
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but do not explicitly deal with the formalisation of rules/invariants defined in ontologies.
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The question of ontology-mappings is not addressed.
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% \<^url>\<open>https://github.com/CLLKazan/OntoMathPro\<close>
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%
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