Error Control Systems for Digital Communication and Storage
Published on 1. October 1994
Book
Hardback
624 pages
978-0-13-200809-9 (ISBN)
Description
This introductory book on error control coding focuses on key implementation issues and performance analysis with applications valuable to both mathematicians and engineers.FEATURES: * features a complete discussion of punctured convolutional codes. * includes full-chapter coverage of performance analysis of block codes, including code performance over the fading channel (i.e., cellular mobile phone systems). * examines system implementation issues for the Viterbi Decoder and the various decoders for Reed-Solomon and BCH codes. * devotes two full chapters to the theory of finite fields. * features the most current research results on error control for channels with feedback. * includes an entire chapter on trellis coded modulation. * includes historical background and emphasizes practical, up-to-date applications (i.e., the space program) for all key areas in the book.
More details
Language
English
Place of publication
United States
Publishing group
Pearson Education (US)
Target group
College/higher education
Dimensions
Height: 240 mm
Width: 184 mm
Thickness: 23 mm
Weight
926 gr
ISBN-13
978-0-13-200809-9 (9780132008099)
Copyright in bibliographic data is held by Nielsen Book Services Limited or its licensors: all rights reserved.
Schweitzer Classification
Content
1. Error Control Coding for Digital Communication Systems.
2. Galois Fields.
3. Polynomials over Galois Fields.
4. Linear Block Codes.
5. Cyclic Codes.
6. Hadamard, Quadratic Residue, and Golay Codes.
7. Reed-Muller Codes
8. BCH and Reed-Solomon Codes.
9. Decoding BCH and Reed-Solomon Codes.
10. The Analysis of the Performance of Block Codes.
11. Convolutional Codes.
12. The Viterbi Decoding Algorithm.
13. The Sequential Decoding Algorithms.
14. Trellis Coded Modulation.
15. Error Control for Channels with Feedback.
16. Applications.
Appendices:
A. Binary Primitive Polynomials.
B. Add-on Tables and Vector Space Representations for GF(8) Through GF(1024).
C. Cyclotronic Cosets Modulo 2m-1.
D. Minimal Polynomials for Elements in GF (2m).
E. Generator Polynomials of Binary BCH Codes of Lengths Through 511.
Bibliography.
2. Galois Fields.
3. Polynomials over Galois Fields.
4. Linear Block Codes.
5. Cyclic Codes.
6. Hadamard, Quadratic Residue, and Golay Codes.
7. Reed-Muller Codes
8. BCH and Reed-Solomon Codes.
9. Decoding BCH and Reed-Solomon Codes.
10. The Analysis of the Performance of Block Codes.
11. Convolutional Codes.
12. The Viterbi Decoding Algorithm.
13. The Sequential Decoding Algorithms.
14. Trellis Coded Modulation.
15. Error Control for Channels with Feedback.
16. Applications.
Appendices:
A. Binary Primitive Polynomials.
B. Add-on Tables and Vector Space Representations for GF(8) Through GF(1024).
C. Cyclotronic Cosets Modulo 2m-1.
D. Minimal Polynomials for Elements in GF (2m).
E. Generator Polynomials of Binary BCH Codes of Lengths Through 511.
Bibliography.