Modeling Abstract Algebra as an OWL Ontology (Student Abstract)

Michael Vance

[AAAI-22] Student Abstract and Poster Program
Abstract: Description logic ontologies serve to model classifications and structural relationships, and to represent and reason about domain knowledge. Modeling the basic classification of abstract algebraic structures as an ontology demonstrates the difficulties presented by their logical semantics, and shed light on the limitations to accurately model further topics in algebra and related mathematical domains.

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