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Full Description
An Introduction to Algebraic and Combinatorial Coding Theory is a comprehensive book that offers a thorough exploration of the principles and techniques of coding theory. It serves as a valuable resource for readers interested in gaining a deeper understanding of error detection and correction in communication systems. With its well-structured chapters covering coding theory fundamentals, algebraic codes, cyclic codes, block codes, and advanced coding techniques, this book caters to the needs of students, researchers, and professionals in the field. It provides a solid foundation in coding theory and showcases its practical applications in various domains, including telecommunications, data storage, and cryptography.
Contents
Chapter 1 Introduction
Chapter 2 Digital Image Information Hiding Algorithm Research Based on LDPC Code
Chapter 3 Rate-Adaptive BCH Codes for Distributed Source Coding
Chapter 4 Reducing the Overhead of BCH Codes: New Double Error Correction Codes
Chapter 5 Ideals of Numerical Semigroups and Error-Correcting Codes
Chapter 6 Turbo Codes for Multi-Hop Wireless Sensor Networks with Decode-and-Forward Mechanism
Chapter 7 Entanglement-Assisted Quantum Codes from Cyclic Codes
Chapter 8 Low-Complexity Chase Decoding of Reed-Solomon Codes Using Channel Evaluation
Chapter 9 How Reed-Solomon Codes Can Improve Steganographic Schemes
Chapter 10 A New Minimize Matrix Computation Coding Method for Distributed Storage Systems
Chapter 11 Permutation-Based Block Code for Short Packet Communication Systems
Chapter 12 A Simple Neural-Network-Based Decoder for Short Binary Linear Block Codes
Chapter 13 An Analytical Approach to Error Detection and Correction for Onboard Nanosatellites
Chapter 14 Application of Forward Error Correction (FEC) Codes in Wireless Acoustic Emission Structural Health Monitoring on Railway Infrastructures
Chapter 15 Blind Recognition of Forward Error Correction Codes Based on Recurrent Neural Network
