Skip to content
Scan a barcode
Scan
Paperback Signed Network Cordiality Analysis Book

ISBN: 1805271032

ISBN13: 9781805271031

Signed Network Cordiality Analysis

"Signed Network Cordiality Analysis." is a book authored by Padmavathy.E that explores

the concept of signed cordiality in interconnection networks and graphs. The book delves into the study of graph

theory and its applications in computer science, engineering, and mathematics.


The concept of signed cordiality is a relatively new area of study in graph theory, which deals with the labeling

of vertices in a graph or network. The author discusses various types of signed cordial labeling, including balanced,

unbalanced, and signed total cordial labeling, and their significance in network and graph theory.


The book provides a comprehensive introduction to interconnection networks and graphs, including basic concepts,

definitions, and properties. It then moves on to cover the signed cordial labeling of various types of graphs and

networks, such as complete graphs, path graphs, cycle graphs, and hypercube graphs. The author also provides

practical examples and applications of signed cordiality in different fields, including computer networks,

telecommunication networks, and data structures.


Overall, "Signed Cordiality Of Some Interconnection Networks And Graphs" is a valuable resource for researchers

and students in the field of graph theory and its applications. The author, Padmavathy.E, is an expert in the field,

with over 25 years of teaching and research experience, and her expertise shines through in this book.

Recommended

Format: Paperback

Temporarily Unavailable

We receive fewer than 1 copy every 6 months.

Save to List

Customer Reviews

0 rating
Copyright © 2026 Thriftbooks.com Terms of Use | Privacy Policy | Do Not Sell/Share My Personal Information | Cookie Policy | Cookie Preferences | Accessibility Statement
ThriftBooks® and the ThriftBooks® logo are registered trademarks of Thrift Books Global, LLC
GoDaddy Verified and Secured