@prefix epid: .
@prefix void: .
@prefix xsd: .
@prefix cc: .
@prefix ep: .
@prefix eprel: .
@prefix dc: .
@prefix bibo: .
@prefix geo: .
@prefix owl: .
@prefix event: .
@prefix skos: .
@prefix foaf: .
@prefix rdfs: .
@prefix rdf: .
@prefix dct: .
<>
foaf:primaryTopic ;
rdfs:comment "The repository administrator has not yet configured an RDF license."^^xsd:string .
dct:hasPart ;
ep:hasFile ;
rdf:type bibo:Document,
ep:Document;
rdfs:label "DIMENSI METRIK LOKAL GRAF ULAR SEGITIGA DAN GRAF HASIL OPERASI KORONA ANTARA GRAF ULAR SEGITIGA DENGAN GRAF LINTASAN ORDE DUA (Text)"^^xsd:string .
rdf:type bibo:Document,
ep:Document;
rdfs:label "DIMENSI METRIK LOKAL GRAF ULAR SEGITIGA DAN GRAF HASIL OPERASI KORONA ANTARA GRAF ULAR SEGITIGA DENGAN GRAF LINTASAN ORDE DUA (Text)"^^xsd:string .
rdf:_1 .
bibo:abstract "Let G be a connected graph with vertex set V (G) and edge set E(G). In\r\ngraph theory, the concept of distance is also known, defined as the length of the\r\nshortest path between two vertices. The utilization of this concept of distance gives\r\nrise to new concepts, namely the metric dimension and the local metric dimension.\r\nFurthermore, let W � V (G) = fw1;w2; : : : ;wkg be an ordered set with k elements,\r\ntheb the representation of a vertex v 2 V (G) with respect to W is defined as\r\nr(vjW) = (d(v;w1); d(v;w2); : : : ; d(v;wk)): The set W is called a local resolving\r\nset of the graph G if for every pair of adjacent vertices u; v 2 V (G), it holds that\r\nr(ujW) 6= r(vjW). Moreover, the minimum cardinality of such a set W is called\r\nthe local metric dimension of G, denoted by dim`(G). The purpose of this study is\r\nto determine the metric dimension and the local metric dimension of the triangular\r\nsnake graph Tn, as well as the local metric dimension of the corona product of the\r\ntriangular snake graph with the path graph of order two. This research employs\r\na literature study method with an approach based on graph structure and distance\r\nanalysis. The results show that the metric dimension and the local metric dimension\r\nof the triangular snake graph are equal to 2. In addition, the local metric dimension\r\nof Tn � P2 is 2n + 1, while that of P2 � Tn is n + 3 for odd n and n + 2 for even n."^^xsd:string;
bibo:authorList ;
bibo:status ;
dc:hasVersion ,
;
dct:creator ;
dct:date "2026-02-06";
dct:isPartOf ;
dct:issuer ,
;
dct:subject ;
dct:title "DIMENSI METRIK LOKAL GRAF ULAR SEGITIGA DAN GRAF HASIL OPERASI KORONA ANTARA GRAF ULAR SEGITIGA DENGAN GRAF LINTASAN ORDE DUA"^^xsd:string;
ep:hasDocument ,
;
ep:hasPublished ,
;
rdf:type bibo:Article,
bibo:Thesis,
ep:EPrint,
ep:ThesisEPrint;
rdfs:seeAlso .
rdf:type skos:Concept;
skos:prefLabel "515.6 Metode Analitik - Matematika" .
rdfs:label "22106010057_BAB-I_IV-atau-V_DAFTAR-PUSTAKA.pdf"^^xsd:string .
dc:format "text/html";
dc:title "HTML Summary of #75891 \n\nDIMENSI METRIK LOKAL GRAF ULAR SEGITIGA DAN GRAF HASIL OPERASI KORONA ANTARA GRAF ULAR SEGITIGA DENGAN GRAF LINTASAN ORDE DUA\n\n";
foaf:primaryTopic .
dct:hasPart ;
foaf:name "UIN SUNAN KALIJAGA YOGYAKARTA"^^xsd:string;
rdf:type foaf:Organization .
dct:isPartOf ;
foaf:name "FAKULTAS SAINS DAN TEKNOLOGI, UIN SUNAN KALIJAGA YOGYAKARTA"^^xsd:string;
rdf:type foaf:Organization .
foaf:familyName "Jaqueline Widad Zuha"^^xsd:string;
foaf:givenName "NIM.: 22106010057"^^xsd:string;
foaf:name "NIM.: 22106010057 Jaqueline Widad Zuha"^^xsd:string;
rdf:type foaf:Person .