2.1 Safe to install
This application provides the ability to download and view all eBook versions of Springer Graduate Text 173, Graph Theory, authored by Reinhard Diestel. The book is accessible in English, German, Chinese, Japanese, and Russian languages.
For iPhone users, all eBooks are available for free download.
On iPads, obtaining any edition in a specific language grants complimentary access to download all past, present, and future editions in that language.
Each eBook is presented in a high-quality searchable PDF format, adhering to the same standards used for the corresponding print edition. The cross-references within the text and margins of the English and German editions are active links; users can easily navigate by clicking on references such as "3.1" to reach Lemma 3.1.
The eBooks are read-only. A "Pro" upgrade accessible within each book enables users to make standard PDF annotations, including resizable pencil comments.
A Professional version of the book, allowing annotations and printing, can be acquired from the author's website dedicated to the book at http://diestel-graph-theory.com/professional.html.
Publisher's Description:
This comprehensive textbook on modern graph theory combines the reliability of a classic with a fresh and engaging writing style characteristic of active mathematics. It covers essential material with succinct but thorough proofs and introduces advanced methodologies with one or two deeper results per field, each explained in full detail. Suitable as a fundamental text for introductory courses, graduate studies, or self-learning.
Review Excerpts:
- "This remarkable book stands out as unparalleled in the current textbook landscape. It is poised to become the go-to standard for graph theory." - Acta Scientiarum Mathematiciarum
- "Profound, lucid, exceptional. This is a significant work on the core of graph theory, showcasing both depth and integrity." - Persi Diaconis & Ron Graham, SIAM Review
- "The book has garnered a very enthusiastic response, fully warranted by its quality. An expert elucidation of contemporary graph theory." - Bulletin of the Institute of Combinatorics and its Applications
- "A resounding success... an outstanding book." - MAA Reviews
- "An outstanding feature of this book is undeniably the most comprehensive account available in print on the Seymour-Robertson theory of graph minors." - Mathematika
- "... akin to listening to an expert explain mathematical concepts." - Bulletin of the AMS
Application developed by Alfred Cots Via (www.symphonicapps.com)
Overview
Graph Theory Book is a Freeware software in the category Education developed by Reinhard Diestel.
The latest version of Graph Theory Book is 2.1, released on 09/15/2024. It was initially added to our database on 09/15/2024.
Graph Theory Book runs on the following operating systems: iOS.
Users of Graph Theory Book gave it a rating of 5 out of 5 stars.
FAQ
What is the main focus of the Graph Theory book by Reinhard Diestel?
The book provides a comprehensive introduction to graph theory, covering fundamental concepts, advanced topics, and recent developments in the field.
Is the Graph Theory book suitable for beginners?
Yes, it is suitable for beginners with some mathematical background, as well as advanced students and researchers.
Does the book include exercises and solutions?
Yes, the book includes numerous exercises to help reinforce understanding, but solutions are generally not provided within the main text.
What editions of the Graph Theory book are available?
Multiple editions have been published; the most recent is the 5th edition, which includes updates and additional content.
Are there online resources associated with the book?
Yes, supplementary materials such as lecture slides and errata are available on the author's website.
Is this book used in academic courses?
Yes, it is widely used as a textbook in university courses on graph theory and combinatorics.
What are some key topics covered in the book?
Key topics include basic graph theory, connectivity, planarity, graph minors, coloring, flows, and graph algorithms.
Does the book require prior knowledge of advanced mathematics?
Basic knowledge of discrete mathematics and set theory is recommended; no advanced prerequisites are strictly necessary.
How does Diestel's approach differ from other graph theory books?
Diestel's approach emphasizes clarity, rigor, and minimal prerequisites, bringing a more mathematical perspective to graph theory.
Where can I purchase or access Reinhard Diestel's Graph Theory book?
It is available for purchase through major bookstores and online retailers; it may also be accessible via institutional or public libraries.
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