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Graphs, codes, and designs are three areas of combinatorics that are closely related. This book aims to show the reader how these three areas are related. It is intended for readers who have some knowledge of mathematics, such as that gained from a first course in algebra or discrete mathematics.
This book explores the intricate relationships between graph theory, coding theory, and design theory. It aims to unify these distinct yet interconnected mathematical fields, demonstrating how concepts from one can illuminate problems in the others. The work is structured to guide readers through the foundational principles and advanced applications, highlighting the combinatorial structures that underpin these areas.
The book is recognized as a foundational text that bridges the gap between graph theory, coding theory, and design theory. Its strength lies in presenting these often-separate areas within a unified combinatorial framework. The text is noted for its rigorous approach and the depth of its mathematical exposition, making it a valuable resource for advanced students and researchers in discrete mathematics. The interconnectedness of the topics is a key feature, offering a comprehensive perspective on combinatorial structures.
Page Count:
147
Publication Date:
1980-01-01
ISBN-10:
0521231418
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