A Turbo Tutorial by Jakob Dahl Andersen Department of Telecommunication Technical University of Denmark http:\\www.tele.dtu.dk\~jda\

Source URL: www.coe.montana.edu

• Mathematics
• Turbo code
• Convolutional code
• Forward error correction
• Concatenated error correction code
• Repetition code
• Interleaving
• Decoder
• Systematic code
• Error detection and correction
• Telecommunications engineering
• Information

1 Low-Complexity Array Codes for Random and Clustered 4-Erasures Yuval Cassuto, Member, IEEE, and Jehoshua Bruck, Fellow, IEEE Abstract—A new family of low-complexity array codes

Source URL: www.paradise.caltech.edu

• Mathematics
• Erasure code
• Parity
• Systematic code
• Hamming
• Determinant
• Repetition code
• Coding theory
• Error detection and correction
• Physics

Received by Admissions & Records PETITION FOR COURSE REPETITION In Excess of Maximum Allowable Enrollments According to California Code of Regulations Title 5 Section 55040, 55024, 55042, 55045 and 58161, a student may

Source URL: www.sbcc.edu

Admissions & Records Petition for Course Repetition To Repeat a Course Previously Completed with a Grade of C or Better According to the California Code of Regulations Title 5, Section 55040,55043, 55045 and[removed]allows

Source URL: www.sbcc.edu

Editorial Board American Journal of Engineering Research (AJER) Dr. Jonathan Okeke Chimakonam Qualification: PHD

Source URL: www.ajer.org

• Electronic engineering
• Turbo code
• Decoder
• Forward error correction
• Convolutional code
• Repetition code
• Concatenated error correction code
• Interleaving
• Reed–Solomon error correction
• Error detection and correction
• Information
• Telecommunications engineering

Chapter 1 Introduction Claude Shannon’s 1948 paper “A Mathematical Theory of Communication” gave birth to the twin disciplines of information theory and coding theory. The basic goal is efficient and reliable comm

Source URL: www.mth.msu.edu

• Information
• Discrete mathematics
• Forward error correction
• Decoding methods
• Repetition code
• Low-density parity-check code
• Code
• Binary symmetric channel
• Convolutional code
• Error detection and correction
• Coding theory
• Information theory

Coding Theorems for “Turbo-Like” Codes∗ Dariush Divsalar, Hui Jin, and Robert J. McEliece Jet Propulsion Laboratory and California Institute of Technology

Source URL: www.mif.vu.lt

• Information
• Discrete mathematics
• Convolutional code
• Turbo code
• Concatenated error correction code
• Forward error correction
• Repetition code
• Linear code
• Interleaving
• Error detection and correction
• Coding theory
• Information theory

Private Locally Decodable Codes∗ Rafail Ostrovsky

Source URL: www.cs.ucla.edu

• Mathematics
• Information
• Locally decodable code
• Binary symmetric channel
• Forward error correction
• Noisy-channel coding theorem
• Repetition code
• Code
• List decoding
• Error detection and correction
• Coding theory
• Discrete mathematics

Interleave-Division Multiple-Access (IDMA) Communications 1 Li Ping, Lihai Liu, K. Y. Wu, and W. K. Leung Department of Electronic Engineering

Source URL: www.ee.cityu.edu.hk

• Information
• Information theory
• OSI protocols
• Multiplexing
• Communication
• Turbo code
• Code division multiple access
• Forward error correction
• Repetition code
• Error detection and correction
• Radio resource management
• Telecommunications engineering

Error Detection and Correction Bit Errors

Source URL: www.cse.iitd.ac.in

• Telecommunications engineering
• Information
• Channel code
• Forward error correction
• Bit error rate
• Quadrature amplitude modulation
• Repetition code
• Block code
• Modulation
• Coding theory
• Error detection and correction
• Data transmission