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Coding Theory Algorithms, Architectures and Applications

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ISBN-10: 0470028610

ISBN-13: 9780470028612

Edition: 2007

Authors: Andre Neubauer, Jurgen Freudenberger, Volker Kuhn

List price: $139.95
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Description:

Providing a sound theoretical approach to practical, relevant coding methodologies, this book covers well-known (standard) coding schemes such as block codes and convolutional codes as well as coding schemes and space time codes currently in research - all in a common framework and with respect to their applications. The combined approach of considering algorithms, architectures and applications in a common framework features a variety of figures, tables and practical application examples.
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Book details

List price: $139.95
Copyright year: 2007
Publisher: John Wiley & Sons, Incorporated
Publication date: 11/12/2007
Binding: Hardcover
Pages: 352
Size: 6.87" wide x 9.90" long x 0.97" tall
Weight: 1.628
Language: English

Preface
Introduction
Communication Systems
Information Theory
Entropy
Channel Capacity
Binary Symmetric Channel
AWGN Channel
A Simple Channel Code
Algebraic Coding Theory
Fundamentals of Block Codes
Code Parameters
Maximum Likelihood Decoding
Binary Symmetric Channel
Error Detection and Error Correction
Linear Block Codes
Definition of Linear Block Codes
Generator Matrix
Parity-Check Matrix
Syndrome and Cosets
Dual Code
Bounds for Linear Block Codes
Code Constructions
Examples of Linear Block Codes
Cyclic Codes
Definition of Cyclic Codes
Generator Polynomial
Parity-Check Polynomial
Dual Codes
Linear Feedback Shift Registers
BCH Codes
Reed-Solomon Codes
Algebraic Decoding Algorithm
Summary
Convolutional Codes
Encoding of Convolutional Codes
Convolutional Encoder
Generator Matrix in the Time Domain
State Diagram of a Convolutional Encoder
Code Termination
Puncturing
Generator Matrix in the D-Domain
Encoder Properties
Trellis Diagram and the Viterbi Algorithm
Minimum Distance Decoding
Trellises
Viterbi Algorithm
Distance Properties and Error Bounds
Free Distance
Active Distances
Weight Enumerators for Terminated Codes
Path Enumerators
Pairwise Error Probability
Viterbi Bound
Soft-input Decoding
Euclidean Metric
Support of Punctured Codes
Implementation Issues
Soft-output Decoding
Derivation of APP Decoding
APP Decoding in the Log Domain
Convolutional Coding in Mobile Communications
Coding of Speech Data
Hybrid ARQ
EGPRS Modulation and Coding
Retransmission Mechanism
Link Adaptation
Incremental Redundancy
Summary
Turbo Codes
LDPC Codes
Codes Based on Sparse Graphs
Decoding for the Binary Erasure Channel
Log-Likelihood Algebra
Belief Propagation
A First Encounter with Code Concatenation
Product Codes
Iterative Decoding of Product Codes
Concatenated Convolutional Codes
Parallel Concatenation
The UMTS Turbo Code
Serial Concatenation
Partial Concatenation
Turbo Decoding
EXIT Charts
Calculating an EXIT Chart
Interpretation
Weight Distribution
Partial Weights
Expected Weight Distribution
Woven Convolutional Codes
Encoding Schemes
Distance Properties of Woven Codes
Woven Turbo Codes
Interleaver Design
Summary
Space-Time Codes
Introduction
Digital Modulation Schemes
Diversity
Spatial Channels
Basic Description
Spatial Channel Models
Channel Estimation
Performance Measures
Channel Capacity
Outage Probability and Outage Capacity
Ergodic Error Probability
Orthogonal Space-Time Block Codes
Alamouti's Scheme
Extension to More than Two Transmit Antennas
Simulation Results
Spatial Multiplexing
General Concept
Iterative APP Preprocessing and Per-layer Decoding
Linear Multilayer Detection
Original BLAST Detection
QL Decomposition and Interference Cancellation
Performance of Multi-Layer Detection Schemes
Unified Description by Linear Dispersion Codes
Summary
Algebraic Structures
Groups, Rings and Finite Fields
Groups
Rings
Finite Fields
Vector Spaces
Polynomials and Extension Fields
Discrete Fourier Transform
Linear Algebra
Acronyms
Bibliography
Index