thhanke.github.io
Build beautiful knowledge graphs with ontologies - A modern, lightweight web application for semantic data visualization
First seen 2026-11-05 · Last seen 2026-11-05 · Source: webmcp.com
Answer 16 · Act 25 · Transact 1 · Score: Not yet scored
Tool inspector
explainEntailment
Explain WHY a specific entailed axiom holds — Horridge-style justifications for an ARBITRARY entailed axiom (not just inconsistency). Ask 'why is A rdfs:subClassOf B?' or 'why is x rdf:type C?' and get the minimal set(s) of asserted axioms whose conjunction logically entails it. Returns { isEntailed, justifications, summary }: isEntailed=true means the OWL 2 DL reasoner derives the axiom; justifications is a list of minimal axiom sets (each { subject, predicate, object }[]). Empty justifications with isEntailed=true ⇒ the axiom is directly asserted (nothing to derive) or its shape is unsupported. isEntailed=false ⇒ not entailed. summary is a plain-language 'Inferred because: …' explanation. Supported shapes: rdfs:subClassOf and rdf:type with an IRI object (e.g. transitive subclass, domain/range-driven type inference). Read-only: never mutates asserted data.
Page: /ontosphere/
Input schema
| Property | Type | Required | Description |
|---|---|---|---|
subjectIri |
string | yes | IRI of the axiom subject (the subclass, or the individual). |
predicateIri |
string | yes | IRI of the predicate — rdfs:subClassOf or rdf:type. |
objectIri |
string | yes | IRI of the axiom object (the superclass, or the class). |
maxJustifications |
number | no | Maximum number of independent justifications to return. |
Raw JSON schema
{
"type": "object",
"required": [
"subjectIri",
"predicateIri",
"objectIri"
],
"properties": {
"subjectIri": {
"type": "string",
"description": "IRI of the axiom subject (the subclass, or the individual)."
},
"predicateIri": {
"type": "string",
"description": "IRI of the predicate — rdfs:subClassOf or rdf:type."
},
"objectIri": {
"type": "string",
"description": "IRI of the axiom object (the superclass, or the class)."
},
"maxJustifications": {
"type": "number",
"default": 1,
"description": "Maximum number of independent justifications to return."
}
}
}
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