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Titlebook: Understanding Error Control Coding; Emilio Sanvicente Book 2019 Springer Nature Switzerland AG 2019 Error Correction Coding.Error Control

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发表于 2025-3-21 18:31:54 | 显示全部楼层 |阅读模式
书目名称Understanding Error Control Coding
编辑Emilio Sanvicente
视频video
概述Offers a practical guide to error control coding, accessible to readers with varying backgrounds;.Provides newcomers with a sound foundation in error control coding, using a select few topics consider
图书封面Titlebook: Understanding Error Control Coding;  Emilio Sanvicente Book 2019 Springer Nature Switzerland AG 2019 Error Correction Coding.Error Control
描述.This book is addressed to newcomers to error control coding (ECC), making the subject easy to understand and to apply in a variety of cases.  The book begins by presenting in a detailed, step-by-step manner the plethora of parts an ECC system has and the way they interact to achieve the performance required. Contrary to the more abstract and formal approach followed in most books on this topic, this book is unique in that all of the concepts, methods, techniques and algorithms are introduced by way of examples. Thus, the book is almost a workbook, and therefore very suitable for self-study. Readers are encouraged to take an active role while reading, performing calculations as chapters’ progress. Moreover, to reinforce the learning process, many of the topics introduced in the book (Galois fields, Extended Hamming codes, Reed-Solomon codes, interleaving, erasure correction, etc.) are presented in various parts of the book in different ways or contexts. .Offers a practical guide to error control coding, accessible to readers with varying backgrounds;.Provides newcomers with a sound foundation in error control coding, using a select few topics considered by the author fundamental fr
出版日期Book 2019
关键词Error Correction Coding; Error Control Coding for Data Networks; Galois fields; Extended Hamming codes;
版次1
doihttps://doi.org/10.1007/978-3-030-05840-1
isbn_ebook978-3-030-05840-1
copyrightSpringer Nature Switzerland AG 2019
The information of publication is updating

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RS and Binary BCH Codes,uivalent method that selects codewords “screening” words by the parity-check matrix. The familiar ideas of addition and multiplication of complex numbers are utilized to construct Galois fields using irreducible polynomials. As justified in the chapter, only primitive polynomials are used in coding.
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Decoding RS and BCH Codes (Part 1),e is a polynomial (the error locator polynomial) whose roots point to the positions of the errors. This polynomial can be computed solving a set of linear equations and its roots are obtained by a method known as the Chien search. The error values are then found solving another set of linear equatio
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Decoding RS and BCH Codes (Part 2),anner. The formula leads to a close expression to compute the values of errata avoiding the chore of having to solve systems of linear equations. The key equation also hints the way to a different method of decoding Reed–Solomon codes based on the Euclidean algorithm that does not require the previo
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Polynomial and Cyclic Codes,uit utilized to find the redundancy of RS and BCH codes. An important family of the polynomial codes known as Fire codes is introduced. Fire codes are cyclic codes designed to correct error bursts. Thus, earlier in the chapter cyclic codes are analyzed. The generator polynomial of Fire codes is the
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