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On Injective Coloring of Graphs and Chromaticity of Fuzzy Graphs - Tapa blanda

Kishore, Anjaly; M.S., Sunitha

 
9783659827440: On Injective Coloring of Graphs and Chromaticity of Fuzzy Graphs
Tapa blanda
ISBN 10: 3659827444 ISBN 13: 9783659827440
Editorial: LAP LAMBERT Academic Publishing, 2016

Sinopsis

The concepts of injective chromatic sum and injective strength of a graph based on injective coloring of vertices are introduced and the injective chromatic sum of complete graph, paths, cycles, wheel graph and complete bipartite graph are obtained. The injective chromatic sum of graph complements, join, union, product and corona is discussed. The concept of injective chromatic polynomial is introduced and computed for complete graphs, bipartite graphs, cycles, wheel graphs and trees. The nature of the coefficients of injective chromatic polynomials of complete graphs, wheel graphs and cycles are studied. Injective chromatic polynomials on operations such as union, join, Cartesian product and corona of graphs are obtained.Coloring in a fuzzy graph is studied and coloring based on strong arcs is introduced.

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Reseña del editor

The concepts of injective chromatic sum and injective strength of a graph based on injective coloring of vertices are introduced and the injective chromatic sum of complete graph, paths, cycles, wheel graph and complete bipartite graph are obtained. The injective chromatic sum of graph complements, join, union, product and corona is discussed. The concept of injective chromatic polynomial is introduced and computed for complete graphs, bipartite graphs, cycles, wheel graphs and trees. The nature of the coefficients of injective chromatic polynomials of complete graphs, wheel graphs and cycles are studied. Injective chromatic polynomials on operations such as union, join, Cartesian product and corona of graphs are obtained.Coloring in a fuzzy graph is studied and coloring based on strong arcs is introduced.

Biografía del autor

Dr. Anjaly Kishore working as Assistant Professor in the Department of Mathematics, Vimala College completed Ph D from the Department of Mathematics, National Institute of Technology, Calicut, Kerala.

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Editorial
LAP LAMBERT Academic Publishing
Año de publicación
2016
Idioma
Inglés
ISBN 10 
3659827444
ISBN 13 
9783659827440
Encuadernación
Tapa blanda
Número de páginas
96
Contacto del fabricante
no disponible
Persona responsable
BoD - Books on Demand GmbH
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