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use definition of appears in from Concepts (#99)
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spec/index.html

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@@ -177,7 +177,8 @@ <h2>Notation and Terminology</h2>
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<dfn data-cite="RDF12-CONCEPTS#dfn-node">node</dfn><span id="dfn-node"><!-- refer to RDF Concepts term --></span>,
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<dfn data-cite="RDF12-CONCEPTS#dfn-blank-node">blank node</dfn><span id="dfn-blank-node"><!-- refer to RDF Concepts term --></span>,
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<dfn data-cite="RDF12-CONCEPTS#dfn-literal">literal</dfn><span id="dfn-literal"><!-- refer to RDF Concepts term --></span>,
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<dfn data-cite="RDF12-CONCEPTS#dfn-graph-isomorphism">isomorphic</dfn><span id="dfn-isomorphic"></span>, and
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<dfn data-cite="RDF12-CONCEPTS#dfn-graph-isomorphism">isomorphic</dfn><span id="dfn-isomorphic"></span>,
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<dfn data-cite="RDF12-CONCEPTS#dfn-appearing">appears in</dfn><span id="dfn-appears-in"></span>, and
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<dfn data-cite="RDF12-CONCEPTS#dfn-rdf-dataset" data-lt="dataset">RDF dataset</dfn><span id="dfn-rdf-dataset"><!-- refer to RDF Concepts term --></span>.
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All the definitions in this document apply unchanged to
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<dfn data-cite="RDF12-CONCEPTS#dfn-generalized-rdf-triple">generalized RDF triples</dfn>,
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<p>A <dfn>ground</dfn> RDF graph is one that contains no blank nodes.</p>
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<p>
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An RDF term <dfn>appears in</dfn> a graph G if it is in the set TM(G),
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defined inductively as follows:
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(1) for each triple in the graph G,
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its subject, predicate, and object are in TM(G);
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(2) for each triple term in TM(G),
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its subject, predicate, and object are in TM(G).
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<br/><br/>
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A triple <b><i>appears in</i></b> a graph G
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if it is in G or
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if the triple term composed by its subject, predicate, and object appears in G.
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</p>
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<p>
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For RDF terms t, x, and y, we define the <dfn>substitution mapping</dfn> t[x/y] inductively, as follows:
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</p>

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