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Ontology-based Case-Based Reasoning (OntCBR) for Engineering ...

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9. Discussion<br />

<strong>Ontology</strong>-<strong>based</strong> CBR Typical Approach<br />

a1 r4<br />

a2<br />

a4<br />

a5<br />

r5<br />

r6<br />

r7<br />

r6<br />

Query:Q1<br />

C4 C3<br />

a4 a5<br />

v 3<br />

Axioms …<br />

Definitions …<br />

<strong>Ontology</strong><br />

c1<br />

c2<br />

r7<br />

v 4<br />

r1<br />

r2<br />

r3<br />

r2<br />

c3<br />

c4 c5<br />

r8<br />

r8<br />

r9<br />

r8<br />

a3<br />

a7<br />

a6<br />

a3<br />

v 7<br />

Wringgers and et. al., 2007, “Intelligent support of engineering analysis using ontology and<br />

case-<strong>based</strong> reasoning.” <strong>Engineering</strong> Applications of Artificial Intelligence, 20, pp. 709-720.<br />

59<br />

<strong>Case</strong>s<br />

<strong>Case</strong>1<br />

CBS(Q1, <strong>Case</strong>1) = 0.75<br />

S<br />

C2<br />

m = 0.75<br />

r6<br />

SBS(Q1, C1) = 0.3<br />

S(Q1, C1) = 0.6<br />

a4<br />

Smax = 0.6<br />

<strong>Case</strong>2<br />

r2 C3<br />

v1 r8<br />

CBS(Q1, <strong>Case</strong>2) = 0.5 C1<br />

Sm = 0.5<br />

r4<br />

(no calculation, a1<br />

Sm < Smax )<br />

r1<br />

r5<br />

a2<br />

C3<br />

r8<br />

<strong>Case</strong>3<br />

CBS(Q1, <strong>Case</strong>3) = 0.5<br />

S<br />

C2<br />

m = 0.5<br />

r6<br />

(no calculation,<br />

S<br />

a4<br />

m < Smax )<br />

CBS(Q1, <strong>Case</strong>4) = 0.8<br />

S <strong>Case</strong>4<br />

m = 0.8<br />

SBS(Q1, C4) = 0.6 C4<br />

r6 r7<br />

S(Q1, C4) = 0.7<br />

Smax = 0.7 a4 a5<br />

v 3<br />

v 5<br />

v 4<br />

v 6<br />

r2<br />

r2<br />

v 3<br />

r3<br />

C3<br />

C5<br />

r8<br />

r9<br />

a3<br />

v 2<br />

a7<br />

v 6<br />

a3<br />

v 7<br />

r8<br />

C3 a3<br />

v 6<br />

a6<br />

v 9<br />

Search<br />

sequentially.<br />

(because it is<br />

a flat model)

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