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This book is an Introduction text on Restrained Triple Connected Domination Number (RTCD) of a graph covers characterization, product of graphs and generalization of any standard graphs like cycle, path. It contains two chapters such that first chapter provides a basic information about RTCD set and RTCD number where as the minimum cardinality of RTCD set. It provides the complete description of graphs for which RTCD number is p ¿ 2. It makes the availability for the characterization of cubic graphs on which RTCD number equal to the chromatic number of a graph, the characterization of RTCD…mehr

Produktbeschreibung
This book is an Introduction text on Restrained Triple Connected Domination Number (RTCD) of a graph covers characterization, product of graphs and generalization of any standard graphs like cycle, path. It contains two chapters such that first chapter provides a basic information about RTCD set and RTCD number where as the minimum cardinality of RTCD set. It provides the complete description of graphs for which RTCD number is p ¿ 2. It makes the availability for the characterization of cubic graphs on which RTCD number equal to the chromatic number of a graph, the characterization of RTCD number and the chromatic number of a graph as well as the connectivity of a graph. And the second chapter covers the RTCD number for the product of path, product of the cycle and start families of graphs. Strong and Weak triple connected a domination number of a graph, Triple connected [1,2] domination number of a graph, Medium domination number of products of path and star related graph will be covered in the next volume.
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Autorenporträt
Dr. V. G. Bhagavathi Ammal, Assistant Professor of Mathematics working at S. T. Hindu College, Nagercoil, Tamilnadu, India. Having 18 years of teaching experience. She has published 19 research papers in reputed journals. Project guided for 30 Post Graduate students, 4 M.Phil students and Research Guide for 4 PhD. students.