Error control coding : from theory to practice 59 Euros - Error http://eu.wiley.com/WileyCDA/WileyTitle/productCd-047084356X,descCd-tableOfContents.html Editeur Wiley Auteur(s) : SWEENEY Peter Date de parution: 04-2002 Langue : ANGLAIS 242p. 17x25 Etat : Disponible (délai d'expédition : 10 jours) Table des matières THE PRINCIPLES OF CODING IN DIGITAL COMMUNICATIONS CONVOLUTIONAL CODES LINEAR BLOCK CODES CYCLIC CODES FINITE FIELD ARITHMETIC BCH CODES REED SOLOMON CODES PERFORMANCE CALCULATIONS FOR BLOCK CODES MULTISTAGE CODING ITERATIVE DECODING Résumé Error control coding techniques are used to detect and/or correct errors that occur in the message transmission in a digital communications system Reader-friendly approach provides examples of encoding and decoding, information theory, and the criteria for code selection Thorough descriptions of relevant applications, including telephony on satellite links, GSM, UMTS and multimedia standards, CD, DVD, and MPEG Covers the fundamentals of coding and the applications of codes to the design of real error control systems -------------------------------------------------------------------------------------- Error control coding, (2nd Ed.) 58 Euros Auteur(s) : COSTELLO Daniel, LIN Shu Date de parution: 03-2004 Langue : ANGLAIS 800p. Etat : Disponible (délai d'expédition : 12 jours) Résumé A reorganized and comprehensive major revision of a classic textbook. This text provides a bridge between introductory courses in digital communications and more advanced courses in information theory. Sommaire 1. Error Control Coding. 2. Introduction to Algebra. 3. Linear Block Codes. 4. Important Linear Block Codes. 5. Cyclic Codes. 6. Binary BCH Codes. 7. Nonbinary BCH Codes, Reed-Solomon Codes, and Decoding Algorithms. 8. Majority-Logic Decoding and Majority-Logic Decodable Codes. 9. Trellises for Linear Block Codes. 10. Interleaving, Product, Concatenation and Code Decomposition. 11. Reliability-based Soft-Decision Decoding Algorithms for Linear Block Codes. 12. Convolutional Codes. 13. Trellis-Based Decoding Algorithms for Convolutional Codes. 14. Sequential and Threshold Decoding of Convolutional Codes. 15. Trellis-Based Soft-Decision Algorithms for Linear Block Codes. 16. Turbo Coding. 17. Trellis Coded Modulation. 18. Block Coded Modulation. 19. Burst-Error-Correcting Codes. -------------------------------------------------------------------------------------- The art of error correcting coding 81 Euros :: pdf dispo Auteur(s) : MORELOS-ZARAGOZA Robert Date de parution: 05-2002 Langue : ANGLAIS 220p. 17x25 Etat : Disponible (délai d'expédition : 10 jours) Résumé This book provides a comprehensive coverage of the basic techniques of error concealment. It addresses the need for selecting, implementing and simulating algorithms for the encoding and decoding of codes used for error correction and detection. This practical approach uses simple and easy to follow numerical examples to describe the basic concepts of a particular coding or decoding scheme. Basic analysis tools are provided throughout to help in the assessment of the error performance block and convolutional codes of a particular Error Correcting Coding (ECC) scheme for a selection of the basic channel models. -------------------------------------------------------------------------------------- Error coding for engineers Auteur(s) : HOUGHTON Date de parution: 09-2001 Langue : ANGLAIS 256p. Etat : Disponible (délai d'expédition : 10 jours) Table des matières Preface. 1. Introduction. 2. A Little Maths. 3. Error Detection. 4. Error Correction by Parity. 5. Error Correction Using the CRC. 6. Reed-Muller Codes. 7. Reed-Solomon Codes. 8. Augmenting Error Coding. 9. Convolutional Coding. 10. Hardware. 11. Bit Error Rates. 12. Exercises. Appendices. Index. Résumé Error Coding for Engineers provides a useful tool for practicing engineers, students, and researchers, focusing on the applied rather than the theoretical. It describes the processes involved in coding messages in such a way that, if errors occur during transmission or storage, they are detected and, if necessary, corrected. Very little knowledge beyond a basic understanding of binary manipulation and Boolean algebra is assumed, making the subject accessible to a broad readership including non-specialists. The approach is tutorial: numerous examples, illustrations, and tables are included, along with over 30 pages of hands-on exercises and solutions. Error coding is essential in many modern engineering applications. Engineers involved in communications design, DSP-based applications, IC design, protocol design, storage solutions, and memory product design are among those who will find the book to be a valuable reference. Error Coding for Engineers is also suitable as a text for basic and advanced university courses in communications and engineering. Sommaire Preface. 1. Introduction. 2. A Little Maths. 3. Error Detection. 4. Error Correction by Parity. 5. Error Correction Using the CRC. 6. Reed-Muller Codes. 7. Reed-Solomon Codes. 8. Augmenting Error Coding. 9. Convolutional Coding. 10. Hardware. 11. Bit Error Rates. 12. Exercises. Appendices. Index. -------------------------------------------------------------------------------------- Fundamentals of error-correcting codes 104 Euros http://assets.cambridge.org//052178/2805/sample/0521782805ws.pdf Auteur(s) : HUFFMAN W. Cary, PLESS Vera Date de parution: 07-2003 Langue : ANGLAIS 850p. 17x25 Etat : Disponible (délai d'expédition : 15 jours) Résumé This book is an in-depth introduction to coding theory from both an engineering and mathematical viewpoint. As well as covering classical topics, much coverage is included of recent techniques which until now could only be found in specialist journals and book publications. Numerous exercises and examples and an accessible writing style make this a lucid and effective introduction to coding theory for advanced undergraduate and graduate students, researchers and engineers, whether approaching the subject from a mathematical, engineering or computer science background. Sommaire Basic concepts of linear codes. Bounds on size of codes. Finite fields. Cyclic codes. BCH and Reed-Soloman codes. Duadic codes. Weight distributions. Designs. Self-dual codes. Some favourite self-dual codes. Covering radius and cosets. Codes over Z4. Codes from algebraic geometry. Convolutional codes. Soft decision and iterative decoding. Bibliography. Index.