<--- Back to Details
First PageDocument Content
Discrete mathematics / Mathematics / Finite fields / Computer arithmetic / Post-quantum cryptography / Hamming code / McEliece cryptosystem / Cyclic code / Reed–Solomon error correction / Coding theory / Error detection and correction / Information theory
Date: 2015-04-09 11:13:04
Discrete mathematics
Mathematics
Finite fields
Computer arithmetic
Post-quantum cryptography
Hamming code
McEliece cryptosystem
Cyclic code
Reed–Solomon error correction
Coding theory
Error detection and correction
Information theory

Add to Reading List

Source URL: csrc.nist.gov

Download Document from Source Website

File Size: 423,12 KB

Share Document on Facebook

Similar Documents

Markov models / Error detection and correction / Dynamic programming / Viterbi algorithm / Forward algorithm / Algorithm / Applied mathematics / Mathematics / Statistics / Forwardbackward algorithm

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

DocID: 1rsaS - View Document

Signal processing / Error detection and correction / Equalization / Bit error rate / Error rate / Mathematics / Measurement / Computing

Daniels_meeting_cover.eps

DocID: 1rphC - View Document

Engineering / Computing / Technology / Parallel computing / Computer memory / Electronic design / Electronic engineering / Integrated circuit design / Embedded system / Multi-core processor / Error detection and correction / Software

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

Error detection and correction / Computing / Convolutional code / Viterbi algorithm / Discrete mathematics / Viterbi decoder / Mathematics / Forward error correction / List decoding / Andrew Viterbi / Algorithm / Turbo code

PROBABILISTIC ALGORITHM FOR LIST VITERBI DECODING by Janani Kalyanam

DocID: 1rlYO - View Document