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Coding and information theory
- ISBN-100131391399
- ISBN-13978-0131391390
- PublisherPrentice-Hall
- Publication dateJanuary 1, 1980
- LanguageEnglish
- Print length239 pages
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Product details
- Publisher : Prentice-Hall (January 1, 1980)
- Language : English
- Hardcover : 239 pages
- ISBN-10 : 0131391399
- ISBN-13 : 978-0131391390
- Item Weight : 8.1 ounces
- Best Sellers Rank: #772,228 in Books (See Top 100 in Books)
- #116 in Information Theory
- #4,128 in Core
- #7,294 in Mathematics (Books)
- Customer Reviews:
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Hamming not only presents the theoretical underpinnings of coding theory but also emphasizes their real-world applications. He discusses error control coding schemes used in communication systems, storage devices, and data transmission, shedding light on how coding theory plays a vital role in ensuring reliable and efficient information transfer.
Furthermore, Hamming's book offers a rich exploration of error detection and correction codes. He explains concepts like parity check codes, Hamming codes, Reed-Solomon codes, and BCH codes, providing detailed insights into their encoding and decoding processes. Hamming's clarity and step-by-step explanations make these complex topics more approachable, allowing readers to understand the mechanisms behind error detection and correction algorithms.
When comparing "Coding and Information Theory" to other notable books in the field, it stands out for its emphasis on practical applications and intuitive explanations. While "Elements of Information Theory" by Thomas Cover and Joy Thomas provides a comprehensive overview of information theory, Hamming's book specifically focuses on coding theory and its practical implications. It serves as an excellent complement to Cover and Thomas's work by providing a deeper understanding of the coding techniques that underpin information theory.
Additionally, "Introduction to Coding Theory" by J.H. van Lint and "Algebraic Codes for Data Transmission" by Richard Blahut are notable references in the field of coding theory. Van Lint's book offers a more abstract and algebraic approach to coding theory, while Blahut's work delves into the mathematical foundations of coding theory. Hamming's book, on the other hand, strikes a balance between theoretical rigor and practical applications, making it accessible to a wider audience.
