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ITS » Undergraduate Theses » Matematika Ekstensi
Posted by dee@its.ac.id at 29/02/2012 10:33:05  •  1985 Views


DIMENSI PARTISI PADA GRAF KINCIR

PARTITION DIMENSION OF WINDMILL GRAPH

Author :
IRAWAN, CHANDRA  ( 1200109024 )




ABSTRAK

Misalkan GVE adalah graf terhubung dan S adalah sebuah subset dari VG jarak antara v dan S adalah . Suatu graf terhubung G dengan k buah partisi dari VG dan v vertex di G representasi v pada adalah resolving dari VG jika k adalah nilai minimum sedemikian hingga adalah partisi resolving dari graf G maka k adalah dimensi partisi dari graf Gatau ditulis pd k. Dalam tugas akhir ini akan dibuktikan dimensi partisi graf Kincir dengan m-bilah k sedemikian hingga .


ABSTRACT

For any GVE is connected graph and a subset S of VG the distance between v and S is . For Connected graph G with k-partition of VG and a v of G the representation of v with respect to is the is a resolving partition of G if the representation of v with respect to are distinc . The minimum k so that resolving partition then k is the partition dimension of G. This final project will proved the partition dimensions of Windmill graphs k as equal to



KeywordsPartisi resolving; Dimensi partisi; Graf kincir
 
Subject:  Metode grafis
Contributor
  1. Drs. Suhud Wahyudi, MSi
Date Create: 12/01/2012
Type: Text
Format: pdf
Language: Indonesian
Identifier: ITS-Undergraduate-3100012045724
Collection ID: 3100012045724
Call Number: RSMa 511.5 Ira d


Source
Undergraduate Thesis of Mathematics, RSMa 511.5 Ira d, 2012

Coverage
ITS Community

Rights
Copyright @2012 by ITS Library. This publication is protected by copyright and per obtained from the ITS Library prior to any prohibited reproduction, storage in a re transmission in any form or by any means, electronic, mechanical, photocopying, reco For information regarding permission(s), write to ITS Library




[ Download - Open Access ]

  1.  ITS-Undergraduate-17830-1200109024-Abstract_id.pdf - 182 KB
  2.  ITS-Undergraduate-17830-1200109024-Abstract_en.pdf - 182 KB
  3.  ITS-Undergraduate-17830-1200109024-Conclusion.pdf - 161 KB
  4.  ITS-Undergraduate-17830-1200109024-Paper.pdf - 579 KB




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