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Introduction to Coding and Information Theory (Undergraduate Texts in Mathematics) by Roman, Steven is a book available to read on EtoBox.

What is Introduction to Coding and Information Theory (Undergraduate Texts in Mathematics) about?

"This book is an introduction to coding and information theory, with an emphasis on coding theory. It is suitable for undergraduates with a modest mathematical background. While some previous knowledge of elementary linear algebra is helpful, it is not essential. All of the needed elementary discrete probability is developed in a preliminary chapter." "After a preliminary chapter, there follows an introductory chapter on variable-length codes that culminates in Kraft's Theorem. Two chapters on Information Theory follow - the first on Huffman encoding and the second on the concept of the entropy of an information source, culminating in a discussion of Shannon's Noiseless Coding Theorem." "The remaining four chapters cover the theory of error-correcting block codes. The first chapter covers communication channels, decision rules, nearest neighbor decoding, perfect codes, the main coding theory problem, the sphere-packing, Singleton and Plotkin bounds, and a brief discussion of the Noisy Coding Theorem. There follows a chapter on linear codes that begins with a discussion of vector spaces over the field [actual symbol not reproducible]. The penultimate chapter is devoted to a study of

Author
Roman, Steven
Publisher
Springer US
Published
1997
Language
EN
ISBN
9780387947044
Subjects
Computer Science, Mathematics, Reference

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