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Triad Designs and Related Factorizations

Tareq Mohammad Abu Saa

Published by LAP LAMBERT Academic Publishing
ISBN 10: 3659299995 / ISBN 13: 9783659299995
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Title: Triad Designs and Related Factorizations

Publisher: LAP LAMBERT Academic Publishing

Binding: Paperback

Book Condition: New

Book Type: Paperback

Description:

Paperback. 124 pages. Dimensions: 8.7in. x 5.9in. x 0.3in.Counting and listing triples are associated with counting and listing triangles in a graph. This is called triangle problem that has recently gained much practical importance since they are central in the so-called complex network analysis. For example, in social networks, triangles are well-studied subgraphs. Many social networks are abundant in triangles, since typically friends of friends tend to become friends themselves. This phenomenon is observed in other types of networks which have given rise to the definitions of transitivity ratio and clustering coefficients of a graph in complex network analysis. This book centered on the development of triad design on v objects, TD(v) algorithm, which is a way of arranging (Counting and listing) distinct triples of objects with several properties. This item ships from multiple locations. Your book may arrive from Roseburg,OR, La Vergne,TN. Bookseller Inventory # 9783659299995

About this title:

Synopsis: Counting and listing triples are associated with counting and listing triangles in a graph. This is called triangle problem that has recently gained much practical importance since they are central in the so-called complex network analysis. For example, in social networks, triangles are well-studied subgraphs. Many social networks are abundant in triangles, since typically friends of friends tend to become friends themselves. This phenomenon is observed in other types of networks which have given rise to the definitions of transitivity ratio and clustering coefficients of a graph in complex network analysis. This book centered on the development of triad design on v objects, TD(v) algorithm, which is a way of arranging (Counting and listing) distinct triples of objects with several properties.

About the Author: Tareq Mohammad Abu Saa is currently employed as Mathematics Lecturer at Ajman University,UAE.He obtained his PhD in Mathematics from Universitiy Utara Malaysia,2012 & MSc from Middle E.T.U. His research interests include Graph Theory,Combinatorics and Enumeration Theory.He published papers on Triad Designs,Difference set methods and Factorization.

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