Application of Graph Theory Concepts to MANET Cross Layer Multicasting

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Topological Analysis of MANET using Connectivity Index & Cross Layer Design for Quality of Service Multicast in MANETs

ISBN: 3330071168
ISBN 13: 9783330071162
Autor: Banavara Ramaswamy, Arunkumar
Verlag: LAP LAMBERT Academic Publishing
Umfang: 184 S.
Erscheinungsdatum: 13.05.2017
Auflage: 1/2017
Format: 1.2 x 22 x 15
Gewicht: 292 g
Produktform: Kartoniert
Einband: Kartoniert
Artikelnummer: 2404025 Kategorie:

Beschreibung

Mobile Ad-hoc Networks (MANET) find wide spread applications in commercial, military & private sectors. However, applications depends on underlying protocols, topology, Cross layer design adopted & fundamental issues such as Connectivity, Bandwidth, Link stability and Multi-path Routing. Dynamic topology adds further dimensions of applications as well as challenges. This book explains applications of graph theory concepts such as Random Graphs, Connectivity Index, Steiner Trees, Spanning Tress to model the MANET, analyze the topology and to design cross layer multicast protocols.The Book presents the investigation of said fundamental issues and network partition detection in MANET multicast. The research work explained in this book has introduced new class of MANET called K-Connected MANET which offers high reliability in terms of disjoint multiple multicast paths which provides route failure tolerance. it also presents integration of MPEG-21 frame work with cross layer multicast architecture. Book demonstrates applications of Graph theory concepts in MANETs, several Lemmas stated & proved motivates the students of Ph.D. Master/Bachelor degree to carry out further research work.

Autorenporträt

Dr.Arunkumar .B.R is currently working as a Prof. & Head, Dept. of MCA, BMSIT&M, Benagluru,India.He has been awarded MCA, MPhil, MTech, PGDIPR & Ph.D. Under his guidance 5 students got awarded MPhil. & 4 students are pursuing Ph.D. He has 17 years of teaching experience, published 50+ papers, worked for BOE / BOS & delivered no.of invited talk.

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