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Abstract
Almost all undergraduate text books on error-correcting codes are found to focus on binary error- correcting codes hardly ever mentioning their ternary counterparts, though ternary codes are as interesting as binary ones and are in use from long time ago. In this context one might recall that Morse code is just a simple instance of a very useful ternary codes. In this document we discuss ternary BCH codes and use a simple example to illustrate how a ternary 2-error correcting BCH code could be created and how it can be used to correct the bit-errors that are likely to appear during the transmission of a message through a channel.
References:-
References
Introduction to the Theory of Error Correcting Codes, Wiley
Student Edition, John Wiley & Sons (Asia) Pte. Ltd., Singapore,
Hill, R. (1986) A First Course in Coding Theory, The Oxford
University Press, Oxford, UK,1986.
van Lint, J. H. Introduction to Coding Theory, Graduate Texts in
Mathematics, Springer-Verlag, New York, 1982
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- Partha Pratim Dey, A Ternary BCH Code by Example , International Journal Of Mathematics And Computer Research: Vol 1 No 10 (2013): VOLUME 01 ISSUE 10