Understanding Z: a specification language and its formal semantics
Understanding Z: a specification language and its formal semantics
Information modeling and relational databases: from conceptual analysis to logical design
Information modeling and relational databases: from conceptual analysis to logical design
ConQuer: A Conceptual Query Language
ER '96 Proceedings of the 15th International Conference on Conceptual Modeling
The Object Constraint Language: Getting Your Models Ready for MDA
The Object Constraint Language: Getting Your Models Ready for MDA
A fundamental view on the process of conceptual modeling
ER'05 Proceedings of the 24th international conference on Conceptual Modeling
OTM '09 Proceedings of the Confederated International Workshops and Posters on On the Move to Meaningful Internet Systems: ADI, CAMS, EI2N, ISDE, IWSSA, MONET, OnToContent, ODIS, ORM, OTM Academy, SWWS, SEMELS, Beyond SAWSDL, and COMBEK 2009
Predicate Reference and Navigation in ORM
OTM '09 Proceedings of the Confederated International Workshops and Posters on On the Move to Meaningful Internet Systems: ADI, CAMS, EI2N, ISDE, IWSSA, MONET, OnToContent, ODIS, ORM, OTM Academy, SWWS, SEMELS, Beyond SAWSDL, and COMBEK 2009
Giving meaning to enterprise architectures: architecture principles with ORM and ORC
OTM'06 Proceedings of the 2006 international conference on On the Move to Meaningful Internet Systems: AWeSOMe, CAMS, COMINF, IS, KSinBIT, MIOS-CIAO, MONET - Volume Part II
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We propose to use ORM and Lisa-D as means to formally reason about domains. Conceptual rule languages such as Lisa-D, RIDL and ConQuer allow for the specification of rules in a semi-natural language format that can more easily be understood by domain experts than languages such as predicate calculus, Z or OCL. If one would indeed be able to reason about properties of domains in terms of Lisa-D expressions, then this reasoning would be likely to be better accessible to people without a background in formal mathematics, such as “the average” domain expert. A potential application domain for such reasoning would be the field of business rules. If we can reason about business rules formulated in a semi-natural language format, the formal equivalence of (sets of) business rules (i.e. various paraphrasings) can be discussed with domain experts in a language and a fashion that is familiar to them.