In the design of graph theoretical models, the quantifiable parameters encountered in the process will be represented through qualitative characterization of mathematical, in particular, graph theoretical tools. Coloring and labeling techniques come in handy, in such representations of social, biological and physical data systems.In the proposed series of publication of AUM Block coloring, in volume 1, “New AUM Block Coloring technique for Corona Product of Graphs”, the concept AUM Block coloring is introduced for corona product of path, Cycle, Complete graph, and Wheel graphs. This volume 2, focus on developing AUM Block coloring for special graphs such as Star graph, Double Star, Olive tree, Banana tree, Coconut tree, Bamboo tree, Tadpole graph, Lollipop graph. AUM Block Chromatic Number for these graphs is also found. This notable contribution will be very much helpful to the aspiring researchers in Mathematics and Applied fields. Such graph theoretical tools serve as solution providers to many real life, practical problems, in varied fields like communication network, data mining, web designing, image processing, agricultural crops plantation pattern etc.
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Zustand: New. Dieser Artikel ist ein Print on Demand Artikel und wird nach Ihrer Bestellung fuer Sie gedruckt. Autor/Autorin: MAHESWARI A UMAThe first author, Dr. A. Uma Maheswari is an accomplished mathematician with 3 decades of research & teaching experience, specialized in the Kac-Moody Lie Algebras, Graph Theory, completed 4 funded research projects, 1. Bestandsnummer des Verkäufers 833255045
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Taschenbuch. Zustand: Neu. Neuware -In the design of graph theoretical models, the quantifiable parameters encountered in the process will be represented through qualitative characterization of mathematical, in particular, graph theoretical tools. Coloring and labeling techniques come in handy, in such representations of social, biological and physical data systems.In the proposed series of publication of AUM Block coloring, in volume 1, ¿New AUM Block Coloring technique for Corona Product of Graphs¿, the concept AUM Block coloring is introduced for corona product of path, Cycle, Complete graph, and Wheel graphs. This volume 2, focus on developing AUM Block coloring for special graphs such as Star graph, Double Star, Olive tree, Banana tree, Coconut tree, Bamboo tree, Tadpole graph, Lollipop graph. AUM Block Chromatic Number for these graphs is also found. This notable contribution will be very much helpful to the aspiring researchers in Mathematics and Applied fields. Such graph theoretical tools serve as solution providers to many real life, practical problems, in varied fields like communication network, data mining, web designing, image processing, agricultural crops plantation pattern etc.Books on Demand GmbH, Überseering 33, 22297 Hamburg 52 pp. Englisch. Bestandsnummer des Verkäufers 9786206149880
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Taschenbuch. Zustand: Neu. This item is printed on demand - it takes 3-4 days longer - Neuware -In the design of graph theoretical models, the quantifiable parameters encountered in the process will be represented through qualitative characterization of mathematical, in particular, graph theoretical tools. Coloring and labeling techniques come in handy, in such representations of social, biological and physical data systems.In the proposed series of publication of AUM Block coloring, in volume 1, 'New AUM Block Coloring technique for Corona Product of Graphs', the concept AUM Block coloring is introduced for corona product of path, Cycle, Complete graph, and Wheel graphs. This volume 2, focus on developing AUM Block coloring for special graphs such as Star graph, Double Star, Olive tree, Banana tree, Coconut tree, Bamboo tree, Tadpole graph, Lollipop graph. AUM Block Chromatic Number for these graphs is also found. This notable contribution will be very much helpful to the aspiring researchers in Mathematics and Applied fields. Such graph theoretical tools serve as solution providers to many real life, practical problems, in varied fields like communication network, data mining, web designing, image processing, agricultural crops plantation pattern etc. 52 pp. Englisch. Bestandsnummer des Verkäufers 9786206149880
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Taschenbuch. Zustand: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - In the design of graph theoretical models, the quantifiable parameters encountered in the process will be represented through qualitative characterization of mathematical, in particular, graph theoretical tools. Coloring and labeling techniques come in handy, in such representations of social, biological and physical data systems.In the proposed series of publication of AUM Block coloring, in volume 1, 'New AUM Block Coloring technique for Corona Product of Graphs', the concept AUM Block coloring is introduced for corona product of path, Cycle, Complete graph, and Wheel graphs. This volume 2, focus on developing AUM Block coloring for special graphs such as Star graph, Double Star, Olive tree, Banana tree, Coconut tree, Bamboo tree, Tadpole graph, Lollipop graph. AUM Block Chromatic Number for these graphs is also found. This notable contribution will be very much helpful to the aspiring researchers in Mathematics and Applied fields. Such graph theoretical tools serve as solution providers to many real life, practical problems, in varied fields like communication network, data mining, web designing, image processing, agricultural crops plantation pattern etc. Bestandsnummer des Verkäufers 9786206149880
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