Algebraic and stochastic coding theory /
Preface The purpose of writing this book is primarily to make the subject of coding theory easy for the starting senior or graduate student who possesses a thorough understanding of digital arithmetic, Boolean and modern algebra, and probability theory. In fact, any reader with these basic prerequis...
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| Format: | eBook |
| Language: | English |
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Boca Raton, FL :
CRC Press,
2012.
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| Online Access: | Connect to the full text of this electronic book |
Table of Contents:
- chapter 1 Historical Background
- chapter 2 Digital Arithmetic
- chapter 3 Linear Codes
- chapter 4 Hamming Codes
- chapter 5 Extended Hamming Codes
- chapter 6 Bounds in Coding Theory
- chapter 7 Golay Codes
- chapter 8 Galois Fields
- chapter 9 Matrix Codes
- chapter 10 Cyclic Codes
- chapter 11 BCH Codes
- chapter 12 Reed�Muller Codes
- chapter 13 Reed�Solomon Codes
- chapter 14 Belief Propagation
- chapter 15 LDPC Codes
- chapter 16 Special LDPC Codes
- chapter 17 Discrete Distributions
- chapter 18 Erasure Codes
- chapter 19 Luby Transform Codes
- chapter 20 Raptor Codes
- chapter A ASCII Table
- chapter B Some Useful Groups
- chapter C Tables in Finite Fields
- chapter D Discrete Fourier Transform
- chapter E Software Resources.