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Binary Golay code
Known as:
Golay
, Golay code
In mathematics and electronics engineering, a binary Golay code is a type of linear error-correcting code used in digital communications. The binary…
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Related topics
Related topics
19 relations
Adjacency matrix
Automatic link establishment
Block code
Coding theory
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Broader (1)
Error detection and correction
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
Review
2018
Review
2018
A Review of design of Binary Golay Code and Extended Binary Golay Code for error correction
Hema Singh
,
M. Rai
2018
Corpus ID: 62895670
A binary Golay code is a type of linear error-correcting code used in digital communications. The two binary Golay codes formats…
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2015
2015
Novel Metaknowledge-Based Processing Technique for Multimediata Big Data Clustering Challenges
Nima Bari
,
R. Vichr
,
Kamran Kowsari
,
S. Berkovich
IEEE International Conference on Multimedia Big…
2015
Corpus ID: 8792297
Past research has challenged us with the task of showing relational patterns between text-based data and then clustering for…
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2005
2005
Decoding the (23,12,7) Golay code using bit-error probability estimates
G. Dubney
,
I. Reed
GLOBECOM '05. IEEE Global Telecommunications…
2005
Corpus ID: 38517271
The (23,12,7) Golay code is a perfect linear error-correcting code that can correct all patterns of three or fewer errors in 23…
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2005
2005
Proposal of a new modulation scheme for high speed data transmission using Complementary Golay Code
H. Kong
,
Doo-Hee Nam
,
M. Seo
,
Jeongkeun Choi
2005
Corpus ID: 110047773
2003
2003
IMPROVED EQUIVALENT CIRCUIT AND FINITE ELEMENT METHOD MODELING OF CAPACITIVE MICROMACHINED ULTRASONIC TRANSDUCERS
P. Eccardt
,
W. Benecke
,
H. Meixner
2003
Corpus ID: 8155216
to be increased while retaining image resolution and avoiding the need to augment the transmitted peak pressure amplitude. Such…
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1999
1999
Golay Codes
Melissa Kanemasu
1999
Corpus ID: 16905559
We discuss a specific type of error-control coding using Golay codes. First we introduce the basics of coding. Then we discuss…
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1999
1999
Giuseppe Veronese and Ernst Witt—neighbours in PG(5,3)
H. Havlicek
1999
Corpus ID: 6328397
Summary. Let P be a point of the Veronese surface $ \nu $ in PG(5,3). Then there are four conics of $ \nu $ through P. We show…
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1995
1995
Fast algorithms for decoding the (23, 12) binary Golay code with four-error-correcting capability
E. Lu
,
H. Wuu
,
Y. C. Cheng
,
P. Lu
1995
Corpus ID: 62583367
Two new algorithms for decoding the (23, 12) binary Golay code are developed with channel measurement information. For a white…
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1995
1995
Constrained designs for maximum likelihood soft decoding of RM(2, m) and the extended Golay codes
M. Ran
,
J. Snyders
IEEE Transactions on Communications
1995
Corpus ID: 10680116
We present algorithms for maximum likelihood soft decoding of the second order Reed-Muller codes RM(2,m) and the extended (24,12…
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1978
1978
Decoding the binary Golay code with miracle octad generators (Corresp.)
I. Gibson
,
I. Blake
IEEE Transactions on Information Theory
1978
Corpus ID: 33542204
The recently introduced notion of a miracle octad generator can be viewed as a means of identifying a codeword of weight eight of…
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