内容

目次

1. Error Control Coding for Digital Communication Systems. 2. GaloisFields. 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 andReed-Solomon Codes. 10. The Analysis of the Performance of Block Codes.11. Convolutional Codes. 12. The Viterbi Decoding Algorithm. 13. TheSequential Decoding Algorithms. 14. Trellis Coded Modulation. 15. ErrorControl for Channels with Feedback. 16. Applications. Appendices: A.Binary Primitive Polynomials. B. Add-on Tables and Vector SpaceRepresentations for GF(8) Through GF(1024). C. Cyclotronic Cosets Modulo2m-1. D. Minimal Polynomials for Elements in GF (2m). E. GeneratorPolynomials of Binary BCH Codes of Lengths Through 511. Bibliography.