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Ternary Golay code

Known as: Golay, Golay code, Ternary 
In coding theory, the ternary Golay codes are two closely related error-correcting codes.The code generally known simply as the ternary Golay code is… 
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Related topics

Related topics

13 relations
Binary Golay codeBlock codeCheck digitCoding theory

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Implementation of Effective Error Correction Architecture for (24,12) Extended Golay Code
: With the increase in the technological advancements we are now capable of designing and using high speed communication systems… 
2017
2017
Selective Video Coding based on Bezier Curves
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2015
2015
Enhancement of Sales promotion using Clustering Techniques in Data Mart
Clustering is an important research topic in wide range of unsupervised classification application. Clustering is a technique… 
2014
2014
On the Weight Enumerators of the Projections of the 2-adic Golay Code of Length 24 to Z2e
Dougherty et al. calculated some of the weight enumerators of the projections of the 2-adic Golay code of length 24 to finite… 
2013
2013
On the Optimum Cyclic Subcode Chains of ${\cal RM}(2, m)^{\ast}$ for Increasing Message Length
The distance profiles of linear block codes can be employed to design variational coding scheme for encoding message with… 
2011
2011
Investigation of golay code (24, 12, 8) structure in improving search techniques
This paper presents a new technique for hash searching that is designed for approximate matching problem of multi-attribute… 
2010
2010
About a moduli space of elliptic curves and the Golay code G_{24}
We investigate algebraic structures related to triangle decompositions of a moduli space of complex tori given by the Veech curve… 
1995
1995
Constrained designs for maximum likelihood soft decoding of RM(2, m) and the extended Golay codes
We present algorithms for maximum likelihood soft decoding of the second order Reed-Muller codes RM(2,m) and the extended (24,12… 
1985
1985
On binary differential detection for coherent lightwave communication
Motivated by the communication problems caused by phase noise in those semiconductor lasers that may be used for fiber-optic data… 
Review
1976
Review
1976
Review of 'The Mathematical Theory of Coding' (Blake, I. F., and Mullin, R. C.; 1975)
Almost from the beginning some saw that block codes, besides their interest for communications, had strong ties to more…