Coding Theory Communication Theory Applications Math

Wikipedia provides information on this algorithm for maximum a posteriori decoding of error correcting codes defined on trellises, principally convolutional codes.

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• Coding Theory, Algebraic Geometry and Gröbner Bases - D.A. Leonard. One in a series of snapshots of applications of discrete mathematics to other parts of mathematics.
• The Ubiquitous Reed-Solomon Codes - By Barry Cipra, SIAM News, January 1993.
• R.W. Hamming - Error Detecting and Error Correcting Codes - Bell System Technical Journal, April 1950.
• Report of the Working Group on Cryptology and Coding - National Science Foundation, April 17-18, 1997.
• Coding Theory: the First 50 Years - Richard Pinch.
• BCJR Algorithm - Wikipedia provides information on this algorithm for maximum applications a posteriori applications decoding of error correcting codes defined applications on trellises, principally convolutional applications codes.
• Encoding and Decoding Reed/Solomon Codes - Web lecture notes by Adina Matache, University of applications Washington.
• Designs, Codes and Cryptography Bibliography - Hypertext bibliography containing all papers published in Designs, coding theory Codes applications and Cryptography, maintained by David M coding theory Jones.
• On Woven Convolutional Codes - Thesis by Stefan Hoest. Woven convolutional codes applications are coding theory attractive alternatives to turbo codes.
• Coding Theory and Algebraic Geometry: an Interplay - A short explanation of Goppa codes by J. applications W. P. applications Hirschfeld.
• Reed Solomon Encoding and Decoding in DVD - A Java applet demonstrating the use of error-correcting codes on communication theory DVDs.
• A Library of Linear (and Nonlinear) Codes - By N. J. A. Sloane.
• The Arithmetic Coding Page - By Alistair Moffat.
• Notes on Coding Theory - By J.I. Hall (PDF). Please contact the coding theory author before making use of them.
• Building Blocks - Applications of Reed-Solomon codes.
• Theory of Codes - Lecture notes from a course taught by Jean Berstel and communication theory Dominque Perrin.
• Analysis and Implementations of Huffman Coding - Huffman trees and Fibonacci numbers, by Alex Vinokur.
• Iterative Probabilistic Decoding of a Low Density Parity Check Code - Online demonstration by David Mackay.
• Coding Theory - An short introductory oOverview by J.E.H. Shaw.
• Entropy Coding - Publications, peoples and source code for entropy coding.
• A Turbo Tutorial - Paper by Jakob Dahl Anderson.

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