CSIT Group - Research Areas
Algebraic Decoding of Error Correcting Codes
Error correcting codes
(ECC) are a practical mean to store or transmit
information with the desired robustness notwithstanding the presence of
receive or read/write imperfections in non ideal conditions. The
theoretical limits predicted by information theory can not be
approached without considering ECC and they are included in any
standard of digital communication or storage.
In the last years we have been carrying research on this topic both for communication systems as example as external codes in concatenated schemes, and for data storage, as example in flash, i.e. non volatile semiconductor memories.
In the last years we have been carrying research on this topic both for communication systems as example as external codes in concatenated schemes, and for data storage, as example in flash, i.e. non volatile semiconductor memories.
Main Related Publications: [1] S. Bellini, M. Ferrari, A. Tomasoni “On the Structure of
Cyclotomic Fourier Transforms and Their Applications to Reed-Solomon
Codes", IEEE Transactions on Communcations, Vol. 59, No. 8, Aug. 2011.
[2] M. Ferrari, S. Bellini, F. Osnato, M. Siti, S. Valle “Performance of Reed-Solomon codes in concatenated schemes with non ideal interleaving”, European Transactions on Telecommunications (ETT) Vol. 18, No. 7, November 2007, pp. 693-703.
[2] M. Ferrari, S. Bellini, F. Osnato, M. Siti, S. Valle “Performance of Reed-Solomon codes in concatenated schemes with non ideal interleaving”, European Transactions on Telecommunications (ETT) Vol. 18, No. 7, November 2007, pp. 693-703.
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Last Update:
Wed, March 9, 2011