REVIEW ON ALGEBRAIC GEOMETRI CODES AS A GENERALIZATION OF REED-SOLOMON CODES
Reed-Solomon codes as MDS codes are eective codes since it attain Singleton bound. We generalize these codes to algebraic geometry codes. With some modication, algebraic geometry codes can be used to construct asymptotically good codes
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id-itb.:337872019-01-29T14:40:44ZREVIEW ON ALGEBRAIC GEOMETRI CODES AS A GENERALIZATION OF REED-SOLOMON CODES Adha Prihandoko, Rudi Matematika Indonesia Theses Error correcting codes, Singleton bound, MDS code, Reed- Solomon, Goppa, asymptotically good codes, Justesen INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/33787 Reed-Solomon codes as MDS codes are eective codes since it attain Singleton bound. We generalize these codes to algebraic geometry codes. With some modication, algebraic geometry codes can be used to construct asymptotically good codes text |
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Matematika Adha Prihandoko, Rudi REVIEW ON ALGEBRAIC GEOMETRI CODES AS A GENERALIZATION OF REED-SOLOMON CODES |
description |
Reed-Solomon codes as MDS codes are eective codes since it attain Singleton
bound. We generalize these codes to algebraic geometry codes. With some
modication, algebraic geometry codes can be used to construct asymptotically
good codes |
format |
Theses |
author |
Adha Prihandoko, Rudi |
author_facet |
Adha Prihandoko, Rudi |
author_sort |
Adha Prihandoko, Rudi |
title |
REVIEW ON ALGEBRAIC GEOMETRI CODES AS A GENERALIZATION OF REED-SOLOMON CODES |
title_short |
REVIEW ON ALGEBRAIC GEOMETRI CODES AS A GENERALIZATION OF REED-SOLOMON CODES |
title_full |
REVIEW ON ALGEBRAIC GEOMETRI CODES AS A GENERALIZATION OF REED-SOLOMON CODES |
title_fullStr |
REVIEW ON ALGEBRAIC GEOMETRI CODES AS A GENERALIZATION OF REED-SOLOMON CODES |
title_full_unstemmed |
REVIEW ON ALGEBRAIC GEOMETRI CODES AS A GENERALIZATION OF REED-SOLOMON CODES |
title_sort |
review on algebraic geometri codes as a generalization of reed-solomon codes |
url |
https://digilib.itb.ac.id/gdl/view/33787 |
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