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Channel Codes

Classical and Modern

Specificaties
Gebonden, 710 blz. | Engels
Cambridge University Press | e druk, 2009
ISBN13: 9780521848688
Rubricering
Hoofdrubriek : Computer en informatica
Cambridge University Press e druk, 2009 9780521848688
Verwachte levertijd ongeveer 9 werkdagen

Samenvatting

Channel coding lies at the heart of digital communication and data storage, and this detailed introduction describes the core theory as well as decoding algorithms, implementation details, and performance analyses. In this book, Professors Ryan and Lin provide clear information on modern channel codes, including turbo and low-density parity-check (LDPC) codes. They also present detailed coverage of BCH codes, Reed-Solomon codes, convolutional codes, finite geometry codes, and product codes, providing a one-stop resource for both classical and modern coding techniques. Assuming no prior knowledge in the field of channel coding, the opening chapters begin with basic theory to introduce newcomers to the subject. Later chapters then extend to advanced topics such as code ensemble performance analyses and algebraic code design. 250 varied and stimulating end-of-chapter problems are also included to test and enhance learning, making this an essential resource for students and practitioners alike.

Specificaties

ISBN13:9780521848688
Taal:Engels
Bindwijze:gebonden
Aantal pagina's:710
Verschijningsdatum:17-9-2009

Over William Ryan

William Ryan is a solution architect who has served as a subject matter expert for several Microsoft exams, including Microsoft SQL Server® and Windows Azure. He is a coauthor of the MCTS 70-536 Training Kit and the MCTS 70-529 Training Kit.

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Inhoudsopgave

Preface; 1. Coding and capacity; 2. Finite fields, vector spaces, finite geometries and graphs; 3. Linear block codes; 4. Convolutional codes; 5. Low-density parity-check codes; 6. Computer-based design of LDPC codes; 7. Turbo codes; 8. Ensemble enumerators for turbo and LDPC codes; 9. Ensemble decoding thresholds for LDPC and turbo codes; 10. Finite geometry LDPC codes; 11. Constructions of LDPC codes; 12. LDPC codes based on combinatorial designs, graphs, and superposition; 13. LDPC codes for binary erasure channels; 14. Non-binary LDPC codes; 15. LDPC code applications and advanced topics; Index.

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