Top Tweets for #errorCorrectingCodes
New #SpecialIssue "New Advances in Error-Correcting Codes", edited by Prof. Dr. Robert H. Morelos-Zaragoza and Prof. Dr. T. Aaron Gulliver, is open for submission! https://t.co/UBJLxqqoZv
#errorcorrectingcodes
#channelcoding
#forwarderrorcorrection
#futurenetworks
A New Light: Ning Bao @BrookhavenLab CSI & Joydeep Naskar @Northeastern are examining how holographic #quantum error correcting #codes are more robust against certain types of error than topological quantum #ErrorCorrectingCodes: https://t.co/DQSjcI549m & https://t.co/45KuTWmtIN
Computer Science Proof Unveils Unexpected Form of #Entanglement, via #ErrorCorrectingCodes - providing more evidence for "hot, wet" Quantum #OrchOR Consciousness, and how it exemplifies #SynPlexity?
https://t.co/lvRZoIH6e9 via @QuantaMagazine
With a body of highly influential work in probabilistically checkable proofs and #ErrorCorrectingCodes, Madhu Sudan of @Harvard helped to catalyze the world's understanding of the ability to efficiently approximate solutions of #optimization problems. #PCP #IEEEAwards2022
>an increase in the raw bit error rate of data stored in the cells. NAND flash memory provides a fixed amount of “spare” storage for [#ErrorCorrectingCodes] beyond the “binary” user capacity, for example an extra 80 bytes for every 1K bytes of user data.
>
#DinurEvraLivneLubotzkyMozes-5
"Expander codes, one dimension up
The celebrated expander-codes of Sipser and Spielman [IEEE Transactions on #InformationTheory 42(6, part 1):1710–1722, 1996.] are a family of #ErrorCorrectingCodes constructed from a single base code >
![LGcommaI's tweet photo. #DinurEvraLivneLubotzkyMozes-5
"Expander codes, one dimension up
The celebrated expander-codes of Sipser and Spielman [IEEE Transactions on #InformationTheory 42(6, part 1):1710–1722, 1996.] are a family of #ErrorCorrectingCodes constructed from a single base code > https://t.co/nHjjnhqr5v](https://pbs.twimg.com/media/FIhSTgsWUAEhxWH.png)
#DinurEvraLivneLubotzkyMozes-4
"We construct the first such family of LTCs,
Theorem 1.1
For every 0<𝑟<1 there exist δ,κ>0 and 𝑞 in ℕ and a polynomial-time construction of an infinite family of #ErrorCorrectingCodes {𝐶_𝑛} with rate 𝑟 and distance δ, such that for all 𝑛,
>
#GutfreundRothblumLocalListDecoding-2
"Abstract.
We study the complexity of locally list-decoding binary #ErrorCorrectingCodes with good parameters (that are polynomially related to information theoretic bounds). We show that computing majority over Θ(1/ε) bits is essentially
>
#mdpientropy "Deep Ensemble of Weighted Viterbi Decoders for Tail-Biting Convolutional Codes" https://t.co/NKUn7LNOYz
#deeplearning
#errorcorrectingcodes
#viterbi
#machinelearning
#ensembles
#CohnElkiesPackings-2.
"We develop an analogue for #spherePacking of the #linearProgramming bounds for #errorCorrectingCodes, and use it to prove upper bounds for the density of #spherePackings, which are the best bounds known at least for dimensions 4 through 36."
M.t. 'Wir
>
Prof. Rüdiger Urbanke @EPFL_en @EPFL lecturing on #ErrorCorrectingCodes #PolarCodes #Telecom #Coding at #chalmersftw
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