L. R. Foulds

Graph Theory Applications (eBook, PDF)

• Format: PDF

Produktbeschreibung

This text offers an introduction to the theory of graphs and its application in engineering and science. The first part covers the main graph theoretic topics and in the second part, these concepts are applied to problems in engineering, operations reserach, and science. Written at an advanced undergraduate to beginning graduate level, the book is suitable for students of mathematics, engineering, operations resrach, computer science, and physical sciences as well as for researchers and practitioners with an interest in graph theoretic modelling.

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Produktdetails

• Verlag: Springer US
• Seitenzahl: 408
• Erscheinungstermin: 6. Dezember 2012
• Englisch
• ISBN-13: 9781461209331
• Artikelnr.: 43986965

Inhaltsangabe

I: The Theory of Graphs.- 1: Basic Ideas.- 2: Connectivity.- 3: Trees.- 4: Traversability.- 5: Planarity.- 6: Matrices.- 7: Digraphs.- 8: Coverings and Colourings.- 9: Algorithms.- 10: Matroids.- II: Applications.- 11: Miscellaneous Applications.- 12: Operations Research.- 13: Electrical Engineering.- 14: Industrial Engineering.- 15: Science.- 16: Civil Engineering.- Further Reading.

Rezensionen

"This book put[s] together the theory and applications of graphs in a single, self-contained, and easily readable volume . . . the fundamentals of graph theory are presented in a very accessible way . . . Each part is divided into chapters, each concluding with a summary and a nice collection of exercises . . . The book can serve as an excellent textbook for a course in graph theory either at the undergraduate or graduate level. It can also be used by researchers in application areas who use graph theory in their research or by pure graph theorists who want to know about the applications of their research." -- ZENTRALBLATT MATH

L.R. Foulds

Graph Theory Applications

"This book put[s] together the theory and applications of graphs in a single, self-contained, and easily readable volume . . . the fundamentals of graph theory are presented in a very accessible way . . . Each part is divided into chapters, each concluding with a summary and a nice collection of exercises . . . The book can serve as an excellent textbook for a course in graph theory either at the undergraduate or graduate level. It can also be used by researchers in application areas who use graph theory in their research or by pure graph theorists who want to know about the applications of their research."-ZENTRALBLATT MATH