THE INTEGRAL AND ALGEBRAIC CONNECTIVITY OF HYPER-REGULAR HYPERGRAPH C(k,l,n,m)

THE INTEGRAL AND ALGEBRAIC CONNECTIVITY OF HYPER-REGULAR HYPERGRAPH C(k,l,n,m)

<br /> <br /> Suppose H(V; &#949;) be a hypergraph with a vertex set V and a hyperedge set &#949;. In this project, one type of hypergraph which investigated is hyper-regular C(k,l,n,m). It has been found that hyper-regular C(k,l,n,m) is not an integral hypergraph by its adjace...

Full description

Saved in:
Bibliographic Details
Main Author: MAULANA (NIM: 90116002), FAJRI
Format: Theses
Language:Indonesia
Online Access:https://digilib.itb.ac.id/gdl/view/27121
Tags: Add Tag
No Tags, Be the first to tag this record!
Institution: Institut Teknologi Bandung
Language: Indonesia
id id-itb.:27121
spelling id-itb.:271212018-09-21T15:57:00ZTHE INTEGRAL AND ALGEBRAIC CONNECTIVITY OF HYPER-REGULAR HYPERGRAPH C(k,l,n,m) MAULANA (NIM: 90116002), FAJRI Indonesia Theses INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/27121 <br /> <br /> Suppose H(V; &#949;) be a hypergraph with a vertex set V and a hyperedge set &#949;. In this project, one type of hypergraph which investigated is hyper-regular C(k,l,n,m). It has been found that hyper-regular C(k,l,n,m) is not an integral hypergraph by its adjacency matrix. Moreover, the Laplacian spectrum of hyper-regular C(k,1,n,m) also provides information that hyper-regular C(k,1,n,m) is not an Laplacian integral hypergraph. Besides, several properties of algebraic connectivity of hyper-regular C(k,l,n,m) is investigated. <br /> 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 <br /> <br /> Suppose H(V; &#949;) be a hypergraph with a vertex set V and a hyperedge set &#949;. In this project, one type of hypergraph which investigated is hyper-regular C(k,l,n,m). It has been found that hyper-regular C(k,l,n,m) is not an integral hypergraph by its adjacency matrix. Moreover, the Laplacian spectrum of hyper-regular C(k,1,n,m) also provides information that hyper-regular C(k,1,n,m) is not an Laplacian integral hypergraph. Besides, several properties of algebraic connectivity of hyper-regular C(k,l,n,m) is investigated. <br />
format Theses
author MAULANA (NIM: 90116002), FAJRI
spellingShingle MAULANA (NIM: 90116002), FAJRI
THE INTEGRAL AND ALGEBRAIC CONNECTIVITY OF HYPER-REGULAR HYPERGRAPH C(k,l,n,m)
author_facet MAULANA (NIM: 90116002), FAJRI
author_sort MAULANA (NIM: 90116002), FAJRI
title THE INTEGRAL AND ALGEBRAIC CONNECTIVITY OF HYPER-REGULAR HYPERGRAPH C(k,l,n,m)
title_short THE INTEGRAL AND ALGEBRAIC CONNECTIVITY OF HYPER-REGULAR HYPERGRAPH C(k,l,n,m)
title_full THE INTEGRAL AND ALGEBRAIC CONNECTIVITY OF HYPER-REGULAR HYPERGRAPH C(k,l,n,m)
title_fullStr THE INTEGRAL AND ALGEBRAIC CONNECTIVITY OF HYPER-REGULAR HYPERGRAPH C(k,l,n,m)
title_full_unstemmed THE INTEGRAL AND ALGEBRAIC CONNECTIVITY OF HYPER-REGULAR HYPERGRAPH C(k,l,n,m)
title_sort integral and algebraic connectivity of hyper-regular hypergraph c(k,l,n,m)
url https://digilib.itb.ac.id/gdl/view/27121
_version_ 1822922134538682368

Similar Items