<--- Back to Details
First PageDocument Content
Coding theory / Error detection and correction / Information theory / Discrete mathematics / Mathematics / Low-density parity-check code / Forward error correction / Binary symmetric channel / Noisy-channel coding theorem / Linear code / Prefix code / Huffman coding
Date: 2003-03-05 13:32:57
Coding theory
Error detection and correction
Information theory
Discrete mathematics
Mathematics
Low-density parity-check code
Forward error correction
Binary symmetric channel
Noisy-channel coding theorem
Linear code
Prefix code
Huffman coding

Sparse Data Blocks and Multi-User Channels Edward A. Ratzer Cavendish Laboratory, Madingley Road, Cambridge CB3 0HE, UK Phone: +Email: October 25, 2002

Add to Reading List

Source URL: www.inference.phy.cam.ac.uk

Download Document from Source Website

File Size: 117,28 KB

Share Document on Facebook

Similar Documents

How to Calculate P(O) Calculating P(O) Forward Algorithm Backward Algorithm

How to Calculate P(O) Calculating P(O) Forward Algorithm Backward Algorithm

DocID: 1rsaS - View Document

Daniels_meeting_cover.eps

Daniels_meeting_cover.eps

DocID: 1rphC - View Document

1  Underdesigned and Opportunistic Computing in Presence of Hardware Variability Puneet Gupta1 , Member, IEEE, Yuvraj Agarwal2 , Member, IEEE, Lara Dolecek1 , Member, IEEE, Nikil Dutt6 , Fellow, IEEE, Rajesh K. Gupta2 ,

1 Underdesigned and Opportunistic Computing in Presence of Hardware Variability Puneet Gupta1 , Member, IEEE, Yuvraj Agarwal2 , Member, IEEE, Lara Dolecek1 , Member, IEEE, Nikil Dutt6 , Fellow, IEEE, Rajesh K. Gupta2 ,

DocID: 1roDZ - View Document

PROBABILISTIC ALGORITHM FOR LIST VITERBI DECODING by Janani Kalyanam

PROBABILISTIC ALGORITHM FOR LIST VITERBI DECODING by Janani Kalyanam

DocID: 1rlYO - View Document