The Theory of Error-Correcting Codes (Volume 16) (North-Holland Mathematical Library, Volume 16) by F.J. MacWilliams (PDF)

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Hardbound.

User’s Reviews

Opiniones editoriales Review This work presents a unified account of all the mathematical techniques used to date. It is presented in an intelligible manner and is designed as both introductory textbook for the beginner and reference book for the expert engineer and mathematician. The book is divided into sections which can be used as a basis for an elementary course on coding theory for mathematicians, a second course for mathematicians, an elementary first course for engineers, and a second course for engineers. The remainder is directed towards the experts in the subject and is suitable for advanced courses and seminars. An abundance of problems is included, as well as a number of unsolved problems suitable for use in research projects as topics for study.Engineering Societies LibraryThis text provides a thorough coverage of mathematical techniques applicable to this subject. The set can serve as a text for advanced students or as a reference work for the practitioner.New Technical Books

Reviews from Amazon users which were colected at the time this book was published on the website:

⭐A classical reference in coding theoryexcellentVery goodI find it a shame that I can’t give this book five stars as it has been one of the definitive works of error correcting codes for over 25 years, but the Index is just really bad. One of the major types of symmetry is the self-similar Hadamard matrix and it isn’t in the Index.This book has some of the most difficult mathematics known in it,and does an even better job of telling about it than the similar chapters in:”Sphere Packings”.That a field of combinatorial arguments ( Golay, Leech, Mathieu, Hadamard, Paley) should be as effective as thisin coding as well as the geometry of groups is very remarkable.

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