Sigma Labeling and Circulant Graphs - Vilfred, V.
32,99 €
inkl. MwSt.
Versandkostenfrei*
Versandfertig in über 4 Wochen
  • Broschiertes Buch

This book is a copy of my Ph.D. thesis entitled, "Sigma -Labeled Graphs and Circulant Graphs" submitted in March 1994 under the guidance of Dr. M.I. Jinnah, University of Kerala, India. Defined Sigma -Labeling, a new type of labeling of graphs and developed its theory. Got motivation to define sigma labeling by observing two similar situations in the number labeled to the faces of dice where the sum of the numbers assigned to each pair of opposite faces is 7 and of magic squares. Suppose, we have an n×n magic square in which each row sum is r. If we form a complete multipartite graph with each…mehr

Andere Kunden interessierten sich auch für
Produktbeschreibung
This book is a copy of my Ph.D. thesis entitled, "Sigma -Labeled Graphs and Circulant Graphs" submitted in March 1994 under the guidance of Dr. M.I. Jinnah, University of Kerala, India. Defined Sigma -Labeling, a new type of labeling of graphs and developed its theory. Got motivation to define sigma labeling by observing two similar situations in the number labeled to the faces of dice where the sum of the numbers assigned to each pair of opposite faces is 7 and of magic squares. Suppose, we have an n×n magic square in which each row sum is r. If we form a complete multipartite graph with each row of the square representing a partite set and if we label each vertex with the corresponding integers in the magic squares we find that the sum of labels of all vertices in the neighborhood set for each vertex is the same, equal to r(n-1). In the study, we could notice that many regular Sigma -labeled graphs are circulant graphs and extended our study on circulant graphs.
Autorenporträt
Dr. V. Vilfred - Associate Professor, Department of Mathematics, Central University of Kerala.Have good academic records and more than 37 years of teaching Mathematics in college and university.