HIMPUNAN KRITIS DARI PELABELAN TOTAL SISI AJAIB PADA GRAF ULAT

In this book, we study the notion of critical sets in graph labeling. Firstly, critical sets introduced by Nelder (1977), Curan, and van Rees (1978) for latin square. Then, ETB (2005) apply that concept to graph labeling. We search the numbers of critical sets from an edge magic total labelin...

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Main Author: Rio Adriansyah, Ahmad
Format: Final Project
Language:Indonesia
Online Access:https://digilib.itb.ac.id/gdl/view/73044
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Institution: Institut Teknologi Bandung
Language: Indonesia
id id-itb.:73044
spelling id-itb.:730442023-06-13T11:53:36ZHIMPUNAN KRITIS DARI PELABELAN TOTAL SISI AJAIB PADA GRAF ULAT Rio Adriansyah, Ahmad Indonesia Final Project Critical sets, edge magic total labeling, double star INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/73044 In this book, we study the notion of critical sets in graph labeling. Firstly, critical sets introduced by Nelder (1977), Curan, and van Rees (1978) for latin square. Then, ETB (2005) apply that concept to graph labeling. We search the numbers of critical sets from an edge magic total labeling on double star. We construct an algorithm, and presented it with some computational result. Some pictures are given to facilitate understanding. As a result, we reveal the numbers of critical sets and its pattern on double star with edge magic total labeling Kotzig Rosa and edge magic total labeling Even Odd. text
institution Institut Teknologi Bandung
building Institut Teknologi Bandung Library
continent Asia
country Indonesia
Indonesia
content_provider Institut Teknologi Bandung
collection Digital ITB
language Indonesia
description In this book, we study the notion of critical sets in graph labeling. Firstly, critical sets introduced by Nelder (1977), Curan, and van Rees (1978) for latin square. Then, ETB (2005) apply that concept to graph labeling. We search the numbers of critical sets from an edge magic total labeling on double star. We construct an algorithm, and presented it with some computational result. Some pictures are given to facilitate understanding. As a result, we reveal the numbers of critical sets and its pattern on double star with edge magic total labeling Kotzig Rosa and edge magic total labeling Even Odd.
format Final Project
author Rio Adriansyah, Ahmad
spellingShingle Rio Adriansyah, Ahmad
HIMPUNAN KRITIS DARI PELABELAN TOTAL SISI AJAIB PADA GRAF ULAT
author_facet Rio Adriansyah, Ahmad
author_sort Rio Adriansyah, Ahmad
title HIMPUNAN KRITIS DARI PELABELAN TOTAL SISI AJAIB PADA GRAF ULAT
title_short HIMPUNAN KRITIS DARI PELABELAN TOTAL SISI AJAIB PADA GRAF ULAT
title_full HIMPUNAN KRITIS DARI PELABELAN TOTAL SISI AJAIB PADA GRAF ULAT
title_fullStr HIMPUNAN KRITIS DARI PELABELAN TOTAL SISI AJAIB PADA GRAF ULAT
title_full_unstemmed HIMPUNAN KRITIS DARI PELABELAN TOTAL SISI AJAIB PADA GRAF ULAT
title_sort himpunan kritis dari pelabelan total sisi ajaib pada graf ulat
url https://digilib.itb.ac.id/gdl/view/73044
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