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Ontology language

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Formal language used to construct ontologies
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In computer science and artificial intelligence, ontology languages are formal languages used to construct ontologies. They allow the encoding of knowledge about specific domains and often include reasoning rules that support the processing of that knowledge. Ontology languages are usually declarative languages, are almost always generalizations of frame languages, and are commonly based on either first-order logic or on description logic.

Classification of ontology languages

Classification by syntax

Traditional syntax ontology languages

Markup ontology languages

These languages use a markup scheme to encode knowledge, most commonly with XML.

Controlled natural languages

Open vocabulary natural languages

Classification by structure (logic type)

Frame-based

Three languages are completely or partially frame-based languages.

Description logic-based

Description logic provides an extension of frame languages, without going so far as to take the leap to first-order logic and support for arbitrary predicates.

Gellish is an example of a combined ontology language and ontology that is description logic based. It distinguishes between the semantic differences among others of:

  • relation types for relations between concepts (classes)
  • relation types for relations between individuals
  • relation types for relations between individuals and classes

It also contains constructs to express queries and communicative intent.

First-order logic-based

Several ontology languages support expressions in first-order logic and allow general predicates.

See also

Notes

  1. Kuhn, Tobias. "Attempto Controlled English as ontology language." REWERSE Annual Meeting. 2006.
  2. www.executable-english.com

References

Knowledge representation and reasoning
Expert systems
Reasoning systems
Ontology languages
Theorem provers
Constraint satisfaction
Automated planning
Non-classical logic
Intuitionistic
Fuzzy
Substructural
Paraconsistent
Description
Many-valued
Digital logic
Others
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